From 0ed38a07ae123eefd14353fd2cb0a24d312cc568 Mon Sep 17 00:00:00 2001 From: Hantao Cui Date: Sat, 9 Dec 2023 02:12:55 +0000 Subject: [PATCH] Update notebook headers. --- .../andes-ieee14-verification.ipynb | 1114 +++--- .../andes-npcc-verification.ipynb | 2342 +++++------ .../andes-wecc-verification.ipynb | 3486 ++++++++--------- 3 files changed, 3468 insertions(+), 3474 deletions(-) diff --git a/examples/verification/andes-ieee14-verification.ipynb b/examples/verification/andes-ieee14-verification.ipynb index 53025b094..caf27d881 100644 --- a/examples/verification/andes-ieee14-verification.ipynb +++ b/examples/verification/andes-ieee14-verification.ipynb @@ -1,561 +1,555 @@ { - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# IEEE 14-Bus Verification\n", - "\n", - "Prepared by [Hantao Cui](https://cui.eecps.com). Last revised 23 May 2020. \n", - "\n", - "## Background\n", - "\n", - "Two line trip scenarios are used to verify ANDES simulation results with DSATools TSAT.\n", - "\n", - "Dynamic data is created to utilize the available models, including GENROU, TGOV1, IEEEG1, EXST2, EXDC2, ESST3A, IEEEST and ST2CUT. Test case data can be found at the end of the notebook.\n", - "\n", - "### Simulation Parameters\n", - "\n", - "Integretion method: Trapezidal Rule (ANDES and TSAT).\n", - "\n", - "Time step size: `1/120` sec. (Note: step size between `1/30` to `1/120` has little impact on the ANDES results. One can use `tstep=1/30` to obtain almost the same results.)\n", - "\n", - "Load conversion: static loads are converted to 100% constant impedances for both P and Q. \n", - "\n", - "TSAT automatic parameter correction is disabled.\n", - "\n", - "### Initialization\n", - "\n", - "Power flow solutions are identical across all the two software.\n", - "\n", - "GENROU initialization ($E_{FD}$, $E_{TERM}$, $P$, $Q$, $\\delta$, $I_d$ and $I_q$) is identical to that from **PSS/E** for all cases (with and without generator saturation). Note that $I_d$ and $I_q$ are in machine base in PSS/E but in system base in ANDES. \n", - "\n", - "GENROU initialization (including all the internal variables $E'_d$, $E'_q$, $\\psi_{kd}$, $\\psi_{kq}$, $\\psi''_d$, and $\\psi''_q$) is identical to that from [**OpenIPSL**](https://github.com/openipsl/openipsl).\n", - "\n", - "No controller limit violation occurs during initialization.\n", - "\n", - "### Conclusion\n", - "\n", - "IEEE 14-bus system simulation results from ANDES are identical to that from TSAT." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import andes\n", - "import numpy as np\n", - "from andes.utils.tsat import tsat_to_df, plot_comparison, run_cmp\n", - "\n", - "andes.config_logger(stream_level=30)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "# load scenario 1 data\n", - "omega_lt2 = tsat_to_df('omega_lt2s.xls')\n", - "v_lt2 = tsat_to_df('v_lt2s.xls')\n", - "\n", - "# load scenario 2 data\n", - "omega_gt = tsat_to_df('omega_gt.xls')\n", - "v_gt = tsat_to_df('v_gt.xls')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Scenario 1: Line 1-2 trips at 1 sec. and reconnects after 2.0 sec.\n", - "\n", - "The reconnection delay is set to 2 seconds to trigger a large disturbance to the system to verify nonlinear models." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Simulation Setup" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - ": Line.Line_1 status changed to 0.0 at t=1.0 sec. \n", - ": Line.Line_1 status changed to 1.0 at t=3.0 sec. \n", - "100%|████████████████████████████████| 100/100 [00:16<00:00, 6.15%/s]\n" - ] - } - ], - "source": [ - "ss = run_cmp('ieee14.raw', dyr='ieee14.dyr', fault_line='Line_1',\n", - " t1=1.0, t2=3.0, tstep=1/120)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Scenario 1 Plots" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plot_comparison(ss, ss.GENROU.v,\n", - " v_lt2, a=[0, 1],\n", - " ylabel=\"Terminal Voltage [pu]\",\n", - " tsat_header=['V TSAT 1', 'V TSAT 2'],\n", - " left=0, right=10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Scenario 2: Line 7-8 trips at 1 sec. and reconnects after 0.1 sec.\n", - "\n", - "Line 7-8 is an equivalent branch in of the three-winding transformer. Tripping Line 7-8 will isolate Bus 8." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Simulation Setup" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - ": Line.Line_20 status changed to 0.0 at t=1.0 sec. \n", - ": Line.Line_20 status changed to 1.0 at t=1.1 sec. \n", - "100%|████████████████████████████████| 100/100 [00:12<00:00, 8.10%/s]\n" - ] - } - ], - "source": [ - "ss2 = run_cmp('ieee14.raw', dyr='ieee14.dyr', fault_line='Line_20',\n", - " t1=1.0, t2=1.1, tstep=1/120)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "idx Line_20\n", - "u 1\n", - "name Line_20\n", - "bus1 8\n", - "bus2 7\n", - "Sn 100\n", - "fn 60\n", - "Vn1 69\n", - "Vn2 138\n", - "r 0\n", - "x 0.17615\n", - "b 0\n", - "g 0\n", - "b1 0\n", - "g1 0\n", - "b2 0\n", - "g2 0\n", - "trans 1\n", - "tap 0.99677\n", - "phi 0\n", - "owner None\n", - "xcoord None\n", - "ycoord None\n", - "Name: 19, dtype: object" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# line data\n", - "ss2.Line.cache.df.iloc[19]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Scenario 2 Plots" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "tsat_omega_headers = [ss.TDS.plt._fname[i + 1] for i in ss.GENROU.omega.a]\n", - "tsat_omega_headers = [i.replace('GENROU', 'TSAT') for i in tsat_omega_headers]\n", - "\n", - "fig2, ax2 = plot_comparison(ss2, ss2.GENROU.omega,\n", - " omega_gt, a=[3, 4],\n", - " ylabel=\"Rotor Speed [Hz]\",\n", - " tsat_header=tsat_omega_headers,\n", - " scale=60, left=0, right=10)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "tsat_v_headers = [ss.TDS.plt._fname[i + 1 + ss.dae.n] for i in ss.GENROU.v.a]\n", - "tsat_v_headers = [i.replace('Bus', 'TSAT') for i in tsat_v_headers]\n", - "\n", - "fig2, ax2 = plot_comparison(ss2, ss2.GENROU.v,\n", - " v_gt, a=[3, 4],\n", - " ylabel=\"Terminal Voltage [pu]\",\n", - " tsat_header=tsat_v_headers,\n", - " left=0, right=10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Appendix: IEEE 14-Bus System Data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Power Flow Data (PSS/E RAW format)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "0, 100.00, 32, 0, 1, 60.00 / PSS(R)E 32 RAW created by rawd32 SUN, MAY 17 2020 20:38\n", - " IEEE 14 BUS TEST CASE\n", - "DISTRIBUTED WITH ANDES (HTTPS://GITHUB.COM/CURENT/ANDES)\n", - " 1,'BUS1 ', 69.0000,3, 1, 1, 1,1.03000, 0.0000\n", - " 2,'BUS2 ', 69.0000,2, 1, 1, 1,1.01970, -1.6032\n", - " 3,'BUS3 ', 69.0000,2, 1, 1, 1,1.00042, -3.4433\n", - " 4,'BUS4 ', 69.0000,1, 1, 1, 1,0.99858, -4.2812\n", - " 5,'BUS5 ', 69.0000,1, 1, 1, 1,1.00443, -3.6850\n", - " 6,'BUS6 ', 138.0000,2, 2, 2, 2,0.99871, -6.3024\n", - " 7,'BUS7 ', 138.0000,1, 2, 2, 2,1.00682, -4.8292\n", - " 8,'BUS8 ', 69.0000,2, 2, 2, 2,1.01895, -1.3945\n", - " 9,'BUS9 ', 138.0000,1, 2, 2, 2,1.00193, -7.3053\n", - " 10,'BUS10 ', 138.0000,1, 2, 2, 2,0.99351, -7.4600\n", - " 11,'BUS11 ', 138.0000,1, 2, 2, 2,0.99245, -7.0444\n", - " 12,'BUS12 ', 138.0000,1, 2, 2, 2,0.98639, -7.3874\n", - " 13,'BUS13 ', 138.0000,1, 2, 2, 2,0.98403, -7.6654\n", - " 14,'BUS14 ', 138.0000,1, 2, 2, 2,0.99063, -9.5636\n", - " 0 /End of Bus data, Begin Load data\n", - " 2,'1 ',1, 1, 1, 21.700, 12.700, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 3,'1 ',1, 1, 1, 50.000, 25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 4,'1 ',1, 1, 1, 47.800, 10.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 5,'1 ',1, 1, 1, 7.600, 1.600, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 6,'1 ',1, 2, 2, 15.000, 7.500, 0.000, 0.000, 0.000, 0.000, 2,1\n", - " 9,'1 ',1, 2, 2, 29.500, 16.600, 0.000, 0.000, 0.000, 0.000, 2,1\n", - " 10,'1 ',1, 2, 2, 9.000, 5.800, 0.000, 0.000, 0.000, 0.000, 2,1\n", - " 11,'1 ',1, 2, 2, 3.500, 1.800, 0.000, 0.000, 0.000, 0.000, 2,1\n", - " 12,'1 ',1, 2, 2, 6.100, 1.600, 0.000, 0.000, 0.000, 0.000, 2,1\n", - " 13,'1 ',1, 2, 2, 13.500, 5.800, 0.000, 0.000, 0.000, 0.000, 2,1\n", - " 14,'1 ',1, 2, 2, 20.000, 7.000, 0.000, 0.000, 0.000, 0.000, 2,1\n", - " 0 /End of Load data, Begin Fixed shunt data\n", - " 0 /End of Fixed shunt data, Begin Generator data\n", - " 1,'1 ', 81.442, 1.962, 100.000, -50.000,1.03000, 0, 100.000, 0.00000E+0, 2.30000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 200.000, 50.000, 1,1.0000\n", - " 2,'1 ', 40.000, 15.000, 15.000, -40.000,1.03000, 0, 100.000, 0.00000E+0, 1.30000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 50.000, 10.000, 1,1.0000\n", - " 3,'1 ', 40.000, 15.000, 15.000, -10.000,1.01000, 0, 100.000, 0.00000E+0, 1.30000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 50.000, 10.000, 1,1.0000\n", - " 6,'1 ', 30.000, 10.000, 10.000, -6.000,1.03000, 0, 100.000, 0.00000E+0, 1.20000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 50.000, 10.000, 1,1.0000\n", - " 8,'1 ', 35.000, 10.000, 10.000, -6.000,1.03000, 0, 100.000, 0.00000E+0, 1.20000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 50.000, 10.000, 1,1.0000\n", - " 0 /End of Generator data, Begin Branch data\n", - " 1, 2,'1 ', 1.93800E-2, 5.91700E-2, 0.05280, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 1, 5,'1 ', 5.40300E-2, 2.23040E-1, 0.04920, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 2, 3,'1 ', 4.69900E-2, 1.97970E-1, 0.04380, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 2, 4,'1 ', 5.81100E-2, 1.76320E-1, 0.03400, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 2, 5,'1 ', 5.69500E-2, 1.73880E-1, 0.03460, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 3, 4,'1 ', 6.70100E-2, 1.71030E-1, 0.01280, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 4, 5,'1 ', 1.33500E-2, 4.21100E-2, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 6, 11,'1 ', 9.49800E-2, 1.98900E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 6, 12,'1 ', 1.22910E-1, 2.55810E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 6, 13,'1 ', 6.61500E-2, 1.30270E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 7, 9,'1 ',-0.00000E+0, 1.10010E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 9, 10,'1 ', 3.18100E-2, 8.45000E-2, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 9, 14,'1 ', 1.27110E-1, 2.70380E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 10, 11,'1 ', 8.20500E-2, 1.92070E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 12, 13,'1 ', 2.20920E-1, 1.99880E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 13, 14,'1 ', 1.70930E-1, 3.48020E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 0 /End of Branch data, Begin Transformer data\n", - " 4, 7, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 2.09120E-1, 100.00\n", - "0.99677, 0.000, 0.000, 20.00, 20.00, 0.00,-1, 0, 1.10000, 0.90000, 1.10000, 0.90000, 32, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 4, 9, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 5.56180E-1, 100.00\n", - "0.99677, 0.000, 0.000, 20.00, 20.00, 0.00,-1, 0, 1.10000, 0.90000, 1.10000, 0.90000, 32, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 6, 5, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,1,' ',1, 1,1.0000\n", - " 0.00000E+0, 2.52020E-1, 100.00\n", - "0.99677, 0.000, 0.000, 50.00, 50.00, 0.00,-1, 0, 1.10000, 0.90000, 1.10000, 0.90000, 32, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 8, 7, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,1,' ',1, 1,1.0000\n", - " 0.00000E+0, 1.76150E-1, 100.00\n", - "0.99677, 0.000, 0.000, 50.00, 50.00, 0.00,-1, 0, 1.10000, 0.90000, 1.10000, 0.90000, 32, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 0 /End of Transformer data, Begin Area interchange data\n", - " 1, 2, 0.000, 999.990,'AREA1 '\n", - " 2, 0, 0.000, 10.000,'AREA2 '\n", - " 0 /End of Area interchange data, Begin Two-terminal dc line data\n", - " 0 /End of Two-terminal dc line data, Begin VSC dc line data\n", - " 0 /End of VSC dc line data, Begin Impedance correction table data\n", - " 0 /End of Impedance correction table data, Begin Multi-terminal dc line data\n", - " 0 /End of Multi-terminal dc line data, Begin Multi-section line data\n", - " 0 /End of Multi-section line data, Begin Zone data\n", - " 1,'ZONE1 '\n", - " 2,'ZONE2 '\n", - " 0 /End of Zone data, Begin Inter-area transfer data\n", - " 0 /End of Inter-area transfer data, Begin Owner data\n", - " 1,'OWNER1 '\n", - " 2,'OWNER2 '\n", - " 0 /End of Owner data, Begin FACTS device data\n", - " 0 /End of FACTS device data, Begin Switched shunt data\n", - " 9,1,0,1,1.02500,0.96000, 0, 100.0,' ', 19.00, 3, 5.00, 1, 4.00\n", - " 14,1,0,1,1.02500,0.96000, 0, 100.0,' ', 15.00, 3, 5.00\n", - " 0 /End of Switched shunt data, Begin GNE device data\n", - " 0 /End of GNE device data\n", - "Q\n" - ] - } - ], - "source": [ - "# !cat results won't save to PDF\n", - "\n", - "data = !cat ieee14.raw \n", - "print('\\n'.join(data))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Dynamic Data (PSS/E DYR format)" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " 1 'GENROU' 1 6.5000 0.60000E-01 0.20000 0.50000E-01\n", - " 4.0000 0.0000 1.8000 1.7500 0.60000\n", - " 0.80000 0.23000 0.15000 0.90000E-01 0.38000 /\n", - " 1 'ST2CUT' 1 1 0 0 0\n", - " 0.0000 0.0000 0.0000 0.0000 30.000\n", - " 30.000 0.23000 0.25000E-01 0.23000 0.25000E-01\n", - " 0.0000 0.0000 0.60000E-01 -0.60000E-01 0.0000\n", - " 0.0000 /\n", - " 1 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 8.0000\n", - " 1.0000 5.0000 20.000 0.0000 99.000\n", - " -99.000 1.0000 3.6700 0.43500 5.4800\n", - " 0.10000E-01 0.98000E-02 3.8600 3.3300 0.40000\n", - " 99.000 0.0000 /\n", - " 1 'TGOV1' 1 0.50000E-01 0.50000E-01 1.0500 0.30000\n", - " 1.0000 2.1000 0.0000 /\n", - " 2 'GENROU' 1 6.5000 0.60000E-01 0.20000 0.50000E-01\n", - " 6.5000 0.0000 1.8000 1.7500 0.60000\n", - " 0.80000 0.28000 0.15000 0.90000E-01 0.38000 /\n", - " 2 'ST2CUT' 1 1 0 0 0\n", - " 10.000 0.0000 0.0000 0.0000 3.0000\n", - " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", - " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 2 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 50.000 0.20000E-01 9999.0 -9999.0\n", - " 0.0000 0.10000E-01 1.0000 /\n", - " 2 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 3 'GENROU' 1 6.5000 0.60000E-01 0.20000 0.50000E-01\n", - " 5.0000 0.0000 1.8000 1.7500 0.60000\n", - " 0.80000 0.34000 0.15000 0.90000E-01 0.38000 /\n", - " 3 'IEEEST' 1 3 0 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.75000 1.0000 4.2000\n", - " -2.0000 0.10000 -0.10000 0.0000 0.0000 /\n", - " 3 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 8.0000\n", - " 1.0000 5.0000 20.000 0.0000 99.000\n", - " -99.000 1.0000 3.6700 0.43500 5.4800\n", - " 0.10000E-01 0.98000E-02 3.8600 3.3300 0.40000\n", - " 99.000 0.0000 /\n", - " 3 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 6 'GENROU' 1 6.5000 0.60000E-01 0.20000 0.50000E-01\n", - " 5.0000 0.0000 1.8000 1.7500 0.60000\n", - " 0.80000 0.28000 0.15000 0.90000E-01 0.38000 /\n", - " 6 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 8.0000\n", - " 1.0000 5.0000 20.000 0.0000 99.000\n", - " -99.000 1.0000 3.6700 0.43500 5.4800\n", - " 0.10000E-01 0.98000E-02 3.8600 3.3300 0.40000\n", - " 99.000 0.0000 /\n", - " 6 'TGOV1' 1 0.50000E-01 0.50000E-01 1.0500 0.30000\n", - " 1.0000 2.1000 0.0000 /\n", - " 8 'GENROU' 1 6.5000 0.60000E-01 0.20000 0.50000E-01\n", - " 5.0000 0.0000 1.8000 1.7500 0.60000\n", - " 0.80000 0.34000 0.15000 0.90000E-01 0.38000 /\n", - " 8 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 8.0000\n", - " 1.0000 5.0000 20.000 0.0000 99.000\n", - " -99.000 1.0000 3.6700 0.43500 5.4800\n", - " 0.10000E-01 0.98000E-02 3.8600 3.3300 0.40000\n", - " 99.000 0.0000 /\n", - " 8 'TGOV1' 1 0.50000E-01 0.50000E-01 1.0500 0.30000\n", - " 1.0000 2.1000 0.0000 /\n" - ] - } - ], - "source": [ - "data = !cat ieee14.dyr \n", - "print('\\n'.join(data))" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.1" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} \ No newline at end of file + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# IEEE 14-Bus Verification\n", + "\n", + "Prepared by [Hantao Cui](https://cui.eecps.com). Last revised 23 May 2020. \n", + "\n", + "## Background\n", + "\n", + "Two line trip scenarios are used to verify ANDES simulation results with DSATools TSAT.\n", + "\n", + "Dynamic data is created to utilize the available models, including GENROU, TGOV1, IEEEG1, EXST2, EXDC2, ESST3A, IEEEST and ST2CUT. Test case data can be found at the end of the notebook.\n", + "\n", + "### Simulation Parameters\n", + "\n", + "Integretion method: Trapezidal Rule (ANDES and TSAT).\n", + "\n", + "Time step size: `1/120` sec. (Note: step size between `1/30` to `1/120` has little impact on the ANDES results. One can use `tstep=1/30` to obtain almost the same results.)\n", + "\n", + "Load conversion: static loads are converted to 100% constant impedances for both P and Q. \n", + "\n", + "TSAT automatic parameter correction is disabled.\n", + "\n", + "### Initialization\n", + "\n", + "Power flow solutions are identical across all the two software.\n", + "\n", + "GENROU initialization ($E_{FD}$, $E_{TERM}$, $P$, $Q$, $\\delta$, $I_d$ and $I_q$) is identical to that from **PSS/E** for all cases (with and without generator saturation). Note that $I_d$ and $I_q$ are in machine base in PSS/E but in system base in ANDES. \n", + "\n", + "GENROU initialization (including all the internal variables $E'_d$, $E'_q$, $\\psi_{kd}$, $\\psi_{kq}$, $\\psi''_d$, and $\\psi''_q$) is identical to that from [**OpenIPSL**](https://github.com/openipsl/openipsl).\n", + "\n", + "No controller limit violation occurs during initialization.\n", + "\n", + "### Conclusion\n", + "\n", + "IEEE 14-bus system simulation results from ANDES are identical to that from TSAT." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import andes\n", + "import numpy as np\n", + "from andes.utils.tsat import tsat_to_df, plot_comparison, run_cmp\n", + "\n", + "andes.config_logger(stream_level=30)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# load scenario 1 data\n", + "omega_lt2 = tsat_to_df('omega_lt2s.xls')\n", + "v_lt2 = tsat_to_df('v_lt2s.xls')\n", + "\n", + "# load scenario 2 data\n", + "omega_gt = tsat_to_df('omega_gt.xls')\n", + "v_gt = tsat_to_df('v_gt.xls')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Scenario 1\n", + "\n", + "Line 1-2 trips at 1 sec. and reconnects after 2.0 sec. The reconnection delay is set to 2 seconds to trigger a large disturbance to the system to verify nonlinear models." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Simulation Setup" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + ": Line.Line_1 status changed to 0.0 at t=1.0 sec. \n", + ": Line.Line_1 status changed to 1.0 at t=3.0 sec. \n", + "100%|████████████████████████████████| 100/100 [00:16<00:00, 6.15%/s]\n" + ] + } + ], + "source": [ + "ss = run_cmp('ieee14.raw', dyr='ieee14.dyr', fault_line='Line_1',\n", + " t1=1.0, t2=3.0, tstep=1/120)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Scenario 1 Plots" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_comparison(ss, ss.GENROU.omega,\n", + " omega_lt2, a=[0, 1],\n", + " ylabel=\"Rotor Speed [Hz]\",\n", + " tsat_header=[r'$\\omega$ TSAT 1', r'$\\omega$ TSAT 2'],\n", + " scale=60, left=0, right=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_comparison(ss, ss.GENROU.v,\n", + " v_lt2, a=[0, 1],\n", + " ylabel=\"Terminal Voltage [pu]\",\n", + " tsat_header=['V TSAT 1', 'V TSAT 2'],\n", + " left=0, right=10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Scenario 2\n", + "\n", + "Line 7-8 trips at 1 sec. and reconnects after 0.1 sec. The line is an equivalent branch of the three-winding transformer. Tripping 7-8 will isolate Bus 8." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Simulation Setup" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + ": Line.Line_20 status changed to 0.0 at t=1.0 sec. \n", + ": Line.Line_20 status changed to 1.0 at t=1.1 sec. \n", + "100%|████████████████████████████████| 100/100 [00:12<00:00, 8.10%/s]\n" + ] + } + ], + "source": [ + "ss2 = run_cmp('ieee14.raw', dyr='ieee14.dyr', fault_line='Line_20',\n", + " t1=1.0, t2=1.1, tstep=1/120)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "idx Line_20\n", + "u 1\n", + "name Line_20\n", + "bus1 8\n", + "bus2 7\n", + "Sn 100\n", + "fn 60\n", + "Vn1 69\n", + "Vn2 138\n", + "r 0\n", + "x 0.17615\n", + "b 0\n", + "g 0\n", + "b1 0\n", + "g1 0\n", + "b2 0\n", + "g2 0\n", + "trans 1\n", + "tap 0.99677\n", + "phi 0\n", + "owner None\n", + "xcoord None\n", + "ycoord None\n", + "Name: 19, dtype: object" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# line data\n", + "ss2.Line.cache.df.iloc[19]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Scenario 2 Plots" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "tsat_omega_headers = [ss.TDS.plt._fname[i + 1] for i in ss.GENROU.omega.a]\n", + "tsat_omega_headers = [i.replace('GENROU', 'TSAT') for i in tsat_omega_headers]\n", + "\n", + "fig2, ax2 = plot_comparison(ss2, ss2.GENROU.omega,\n", + " omega_gt, a=[3, 4],\n", + " ylabel=\"Rotor Speed [Hz]\",\n", + " tsat_header=tsat_omega_headers,\n", + " scale=60, left=0, right=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "tsat_v_headers = [ss.TDS.plt._fname[i + 1 + ss.dae.n] for i in ss.GENROU.v.a]\n", + "tsat_v_headers = [i.replace('Bus', 'TSAT') for i in tsat_v_headers]\n", + "\n", + "fig2, ax2 = plot_comparison(ss2, ss2.GENROU.v,\n", + " v_gt, a=[3, 4],\n", + " ylabel=\"Terminal Voltage [pu]\",\n", + " tsat_header=tsat_v_headers,\n", + " left=0, right=10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Appendix\n", + "\n", + "IEEE 14-Bus System Data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Power Flow Data (PSS/E RAW format)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0, 100.00, 32, 0, 1, 60.00 / PSS(R)E 32 RAW created by rawd32 SUN, MAY 17 2020 20:38\n", + " IEEE 14 BUS TEST CASE\n", + "DISTRIBUTED WITH ANDES (HTTPS://GITHUB.COM/CURENT/ANDES)\n", + " 1,'BUS1 ', 69.0000,3, 1, 1, 1,1.03000, 0.0000\n", + " 2,'BUS2 ', 69.0000,2, 1, 1, 1,1.01970, -1.6032\n", + " 3,'BUS3 ', 69.0000,2, 1, 1, 1,1.00042, -3.4433\n", + " 4,'BUS4 ', 69.0000,1, 1, 1, 1,0.99858, -4.2812\n", + " 5,'BUS5 ', 69.0000,1, 1, 1, 1,1.00443, -3.6850\n", + " 6,'BUS6 ', 138.0000,2, 2, 2, 2,0.99871, -6.3024\n", + " 7,'BUS7 ', 138.0000,1, 2, 2, 2,1.00682, -4.8292\n", + " 8,'BUS8 ', 69.0000,2, 2, 2, 2,1.01895, -1.3945\n", + " 9,'BUS9 ', 138.0000,1, 2, 2, 2,1.00193, -7.3053\n", + " 10,'BUS10 ', 138.0000,1, 2, 2, 2,0.99351, -7.4600\n", + " 11,'BUS11 ', 138.0000,1, 2, 2, 2,0.99245, -7.0444\n", + " 12,'BUS12 ', 138.0000,1, 2, 2, 2,0.98639, -7.3874\n", + " 13,'BUS13 ', 138.0000,1, 2, 2, 2,0.98403, -7.6654\n", + " 14,'BUS14 ', 138.0000,1, 2, 2, 2,0.99063, -9.5636\n", + " 0 /End of Bus data, Begin Load data\n", + " 2,'1 ',1, 1, 1, 21.700, 12.700, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 3,'1 ',1, 1, 1, 50.000, 25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 4,'1 ',1, 1, 1, 47.800, 10.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 5,'1 ',1, 1, 1, 7.600, 1.600, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 6,'1 ',1, 2, 2, 15.000, 7.500, 0.000, 0.000, 0.000, 0.000, 2,1\n", + " 9,'1 ',1, 2, 2, 29.500, 16.600, 0.000, 0.000, 0.000, 0.000, 2,1\n", + " 10,'1 ',1, 2, 2, 9.000, 5.800, 0.000, 0.000, 0.000, 0.000, 2,1\n", + " 11,'1 ',1, 2, 2, 3.500, 1.800, 0.000, 0.000, 0.000, 0.000, 2,1\n", + " 12,'1 ',1, 2, 2, 6.100, 1.600, 0.000, 0.000, 0.000, 0.000, 2,1\n", + " 13,'1 ',1, 2, 2, 13.500, 5.800, 0.000, 0.000, 0.000, 0.000, 2,1\n", + " 14,'1 ',1, 2, 2, 20.000, 7.000, 0.000, 0.000, 0.000, 0.000, 2,1\n", + " 0 /End of Load data, Begin Fixed shunt data\n", + " 0 /End of Fixed shunt data, Begin Generator data\n", + " 1,'1 ', 81.442, 1.962, 100.000, -50.000,1.03000, 0, 100.000, 0.00000E+0, 2.30000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 200.000, 50.000, 1,1.0000\n", + " 2,'1 ', 40.000, 15.000, 15.000, -40.000,1.03000, 0, 100.000, 0.00000E+0, 1.30000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 50.000, 10.000, 1,1.0000\n", + " 3,'1 ', 40.000, 15.000, 15.000, -10.000,1.01000, 0, 100.000, 0.00000E+0, 1.30000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 50.000, 10.000, 1,1.0000\n", + " 6,'1 ', 30.000, 10.000, 10.000, -6.000,1.03000, 0, 100.000, 0.00000E+0, 1.20000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 50.000, 10.000, 1,1.0000\n", + " 8,'1 ', 35.000, 10.000, 10.000, -6.000,1.03000, 0, 100.000, 0.00000E+0, 1.20000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 50.000, 10.000, 1,1.0000\n", + " 0 /End of Generator data, Begin Branch data\n", + " 1, 2,'1 ', 1.93800E-2, 5.91700E-2, 0.05280, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 1, 5,'1 ', 5.40300E-2, 2.23040E-1, 0.04920, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 2, 3,'1 ', 4.69900E-2, 1.97970E-1, 0.04380, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 2, 4,'1 ', 5.81100E-2, 1.76320E-1, 0.03400, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 2, 5,'1 ', 5.69500E-2, 1.73880E-1, 0.03460, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 3, 4,'1 ', 6.70100E-2, 1.71030E-1, 0.01280, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 4, 5,'1 ', 1.33500E-2, 4.21100E-2, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 6, 11,'1 ', 9.49800E-2, 1.98900E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 6, 12,'1 ', 1.22910E-1, 2.55810E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 6, 13,'1 ', 6.61500E-2, 1.30270E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 7, 9,'1 ',-0.00000E+0, 1.10010E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 9, 10,'1 ', 3.18100E-2, 8.45000E-2, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 9, 14,'1 ', 1.27110E-1, 2.70380E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 10, 11,'1 ', 8.20500E-2, 1.92070E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 12, 13,'1 ', 2.20920E-1, 1.99880E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 13, 14,'1 ', 1.70930E-1, 3.48020E-1, 0.00000, 100.00, 100.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 0 /End of Branch data, Begin Transformer data\n", + " 4, 7, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 2.09120E-1, 100.00\n", + "0.99677, 0.000, 0.000, 20.00, 20.00, 0.00,-1, 0, 1.10000, 0.90000, 1.10000, 0.90000, 32, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 4, 9, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 5.56180E-1, 100.00\n", + "0.99677, 0.000, 0.000, 20.00, 20.00, 0.00,-1, 0, 1.10000, 0.90000, 1.10000, 0.90000, 32, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 6, 5, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,1,' ',1, 1,1.0000\n", + " 0.00000E+0, 2.52020E-1, 100.00\n", + "0.99677, 0.000, 0.000, 50.00, 50.00, 0.00,-1, 0, 1.10000, 0.90000, 1.10000, 0.90000, 32, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 8, 7, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,1,' ',1, 1,1.0000\n", + " 0.00000E+0, 1.76150E-1, 100.00\n", + "0.99677, 0.000, 0.000, 50.00, 50.00, 0.00,-1, 0, 1.10000, 0.90000, 1.10000, 0.90000, 32, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 0 /End of Transformer data, Begin Area interchange data\n", + " 1, 2, 0.000, 999.990,'AREA1 '\n", + " 2, 0, 0.000, 10.000,'AREA2 '\n", + " 0 /End of Area interchange data, Begin Two-terminal dc line data\n", + " 0 /End of Two-terminal dc line data, Begin VSC dc line data\n", + " 0 /End of VSC dc line data, Begin Impedance correction table data\n", + " 0 /End of Impedance correction table data, Begin Multi-terminal dc line data\n", + " 0 /End of Multi-terminal dc line data, Begin Multi-section line data\n", + " 0 /End of Multi-section line data, Begin Zone data\n", + " 1,'ZONE1 '\n", + " 2,'ZONE2 '\n", + " 0 /End of Zone data, Begin Inter-area transfer data\n", + " 0 /End of Inter-area transfer data, Begin Owner data\n", + " 1,'OWNER1 '\n", + " 2,'OWNER2 '\n", + " 0 /End of Owner data, Begin FACTS device data\n", + " 0 /End of FACTS device data, Begin Switched shunt data\n", + " 9,1,0,1,1.02500,0.96000, 0, 100.0,' ', 19.00, 3, 5.00, 1, 4.00\n", + " 14,1,0,1,1.02500,0.96000, 0, 100.0,' ', 15.00, 3, 5.00\n", + " 0 /End of Switched shunt data, Begin GNE device data\n", + " 0 /End of GNE device data\n", + "Q\n" + ] + } + ], + "source": [ + "# !cat results won't save to PDF\n", + "\n", + "data = !cat ieee14.raw \n", + "print('\\n'.join(data))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Dynamic Data (PSS/E DYR format)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " 1 'GENROU' 1 6.5000 0.60000E-01 0.20000 0.50000E-01\n", + " 4.0000 0.0000 1.8000 1.7500 0.60000\n", + " 0.80000 0.23000 0.15000 0.90000E-01 0.38000 /\n", + " 1 'ST2CUT' 1 1 0 0 0\n", + " 0.0000 0.0000 0.0000 0.0000 30.000\n", + " 30.000 0.23000 0.25000E-01 0.23000 0.25000E-01\n", + " 0.0000 0.0000 0.60000E-01 -0.60000E-01 0.0000\n", + " 0.0000 /\n", + " 1 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 8.0000\n", + " 1.0000 5.0000 20.000 0.0000 99.000\n", + " -99.000 1.0000 3.6700 0.43500 5.4800\n", + " 0.10000E-01 0.98000E-02 3.8600 3.3300 0.40000\n", + " 99.000 0.0000 /\n", + " 1 'TGOV1' 1 0.50000E-01 0.50000E-01 1.0500 0.30000\n", + " 1.0000 2.1000 0.0000 /\n", + " 2 'GENROU' 1 6.5000 0.60000E-01 0.20000 0.50000E-01\n", + " 6.5000 0.0000 1.8000 1.7500 0.60000\n", + " 0.80000 0.28000 0.15000 0.90000E-01 0.38000 /\n", + " 2 'ST2CUT' 1 1 0 0 0\n", + " 10.000 0.0000 0.0000 0.0000 3.0000\n", + " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", + " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", + " 0.0000 /\n", + " 2 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", + " 0.20000E-01 50.000 0.20000E-01 9999.0 -9999.0\n", + " 0.0000 0.10000E-01 1.0000 /\n", + " 2 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 3 'GENROU' 1 6.5000 0.60000E-01 0.20000 0.50000E-01\n", + " 5.0000 0.0000 1.8000 1.7500 0.60000\n", + " 0.80000 0.34000 0.15000 0.90000E-01 0.38000 /\n", + " 3 'IEEEST' 1 3 0 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.75000 1.0000 4.2000\n", + " -2.0000 0.10000 -0.10000 0.0000 0.0000 /\n", + " 3 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 8.0000\n", + " 1.0000 5.0000 20.000 0.0000 99.000\n", + " -99.000 1.0000 3.6700 0.43500 5.4800\n", + " 0.10000E-01 0.98000E-02 3.8600 3.3300 0.40000\n", + " 99.000 0.0000 /\n", + " 3 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 6 'GENROU' 1 6.5000 0.60000E-01 0.20000 0.50000E-01\n", + " 5.0000 0.0000 1.8000 1.7500 0.60000\n", + " 0.80000 0.28000 0.15000 0.90000E-01 0.38000 /\n", + " 6 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 8.0000\n", + " 1.0000 5.0000 20.000 0.0000 99.000\n", + " -99.000 1.0000 3.6700 0.43500 5.4800\n", + " 0.10000E-01 0.98000E-02 3.8600 3.3300 0.40000\n", + " 99.000 0.0000 /\n", + " 6 'TGOV1' 1 0.50000E-01 0.50000E-01 1.0500 0.30000\n", + " 1.0000 2.1000 0.0000 /\n", + " 8 'GENROU' 1 6.5000 0.60000E-01 0.20000 0.50000E-01\n", + " 5.0000 0.0000 1.8000 1.7500 0.60000\n", + " 0.80000 0.34000 0.15000 0.90000E-01 0.38000 /\n", + " 8 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 8.0000\n", + " 1.0000 5.0000 20.000 0.0000 99.000\n", + " -99.000 1.0000 3.6700 0.43500 5.4800\n", + " 0.10000E-01 0.98000E-02 3.8600 3.3300 0.40000\n", + " 99.000 0.0000 /\n", + " 8 'TGOV1' 1 0.50000E-01 0.50000E-01 1.0500 0.30000\n", + " 1.0000 2.1000 0.0000 /\n" + ] + } + ], + "source": [ + "data = !cat ieee14.dyr \n", + "print('\\n'.join(data))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/examples/verification/andes-npcc-verification.ipynb b/examples/verification/andes-npcc-verification.ipynb index 4e4ec88b2..ff71c7427 100644 --- a/examples/verification/andes-npcc-verification.ipynb +++ b/examples/verification/andes-npcc-verification.ipynb @@ -1,1171 +1,1173 @@ { - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# CURENT NPCC Verification\n", - "\n", - "Prepared by [Hantao Cui](https://cui.eecps.com). Last revised 23 May 2020. \n", - "\n", - "## Background \n", - "\n", - "The [CURENT](https://curent.utk.edu) NPCC test system contains 140 buses, 233 branches, and 48 generators. Dynamic data uses models GENROU, GENCLS, TGOV1 and IEEEX1.\n", - "\n", - "One line trip scenario is used to verify ANDES simulation results with DSATools TSAT.\n", - "\n", - "### Simulation Parameters\n", - "\n", - "Integretion method: Trapezidal Rule (ANDES and TSAT).\n", - "\n", - "Time step size: `1/120` sec. (Note: step size between `1/30` to `1/120` has little impact on the ANDES results. One can use `tstep=1/30` to obtain almost the same results.)\n", - "\n", - "Load conversion: static loads are converted to 100% constant impedances for both P and Q. \n", - "\n", - "TSAT automatic parameter correction is disabled.\n", - "\n", - "### Initialization\n", - "\n", - "Power flow solutions are identical across all the two software.\n", - "\n", - "GENROU initialization ($E_{FD}$, $E_{TERM}$, $P$, $Q$, $\\delta$, $I_d$ and $I_q$) is identical to that from **PSS/E** for all cases (with and without generator saturation). Note that $I_d$ and $I_q$ are in machine base in PSS/E but in system base in ANDES. \n", - "\n", - "GENROU initialization (including all the internal variables $E'_d$, $E'_q$, $\\psi_{kd}$, $\\psi_{kq}$, $\\psi''_d$, and $\\psi''_q$) is identical to that from [**OpenIPSL**](https://github.com/openipsl/openipsl).\n", - "\n", - "No controller limit violation occurs during initialization.\n", - "\n", - "### Conclusion\n", - "\n", - "NPCC simulation results from ANDES are identical to that from TSAT." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import andes\n", - "import numpy as np\n", - "from andes.utils.tsat import tsat_to_df, plot_comparison, run_cmp\n", - "\n", - "andes.config_logger(stream_level=30)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "omega_lt2s = tsat_to_df('omega_lt2s.xls')\n", - "v_lt2s = tsat_to_df('v_lt2s.xls')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Scenario 1: Line 1-2 trips at 1 sec. and reconnects after 2.0 sec.\n", - "\n", - "The reconnection delay is set to 2 seconds to trigger a large disturbance to the system to verify nonlinear models." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Simulation Setup" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - ": Line.Line_1 status changed to 0.0 at t=1.0 sec. \n", - ": Line.Line_1 status changed to 1.0 at t=3.0 sec. \n", - "100%|████████████████████████████████| 100/100 [00:10<00:00, 9.87%/s]\n" - ] - } - ], - "source": [ - "ss = run_cmp('npcc.raw', dyr='npcc.dyr', fault_line='Line_1',\n", - " t1=1.0, t2=3.0, tstep=1/120)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "idx Line_1\n", - "u 1\n", - "name Line_1\n", - "bus1 1\n", - "bus2 2\n", - "Sn 100\n", - "fn 60\n", - "Vn1 345\n", - "Vn2 345\n", - "r 0.0004\n", - "x 0.0043\n", - "b 0.07\n", - "g 0\n", - "b1 0\n", - "g1 0\n", - "b2 0\n", - "g2 0\n", - "trans 0\n", - "tap 1\n", - "phi 0\n", - "owner None\n", - "xcoord None\n", - "ycoord None\n", - "Name: 0, dtype: object" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# line information\n", - "ss.Line.cache.df_in.iloc[0]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Scenario 1 Plots" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "tsat_omega_headers = [ss.TDS.plt._fname[i + 1] for i in ss.GENROU.omega.a]\n", - "tsat_omega_headers = [i.replace('GENROU', 'TSAT') for i in tsat_omega_headers]\n", - "\n", - "fig, ax = plot_comparison(ss, ss.GENROU.omega, omega_lt2s,\n", - " a=[0, 3], ylabel=\"Generator Speed [Hz]\",\n", - " tsat_header=tsat_omega_headers,\n", - " scale=60, right=10)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "tsat_v_headers = [ss.TDS.plt._fname[i + 1 + ss.dae.n] for i in ss.GENROU.v.a]\n", - "tsat_v_headers = [i.replace('GENROU', 'TSAT') for i in tsat_v_headers]\n", - "\n", - "fig, ax = plot_comparison(ss, ss.GENROU.v,\n", - " v_lt2s, a=[0, 5],\n", - " ylabel=\"Terminal Voltage [p.u.]\",\n", - " tsat_header=tsat_v_headers, right=10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Appendix: CURENT NPCC 140-Bus System Data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Power Flow Data (PSS/E RAW format)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "0, 100.00, 32, 0, 1, 60.00 / PSS(R)E 32 RAW created by rawd32 MON, JUN 22 2015 8:32\n", - "CURENT NPCC 48-MACHINE TESTBED, CONVERTED FROM PST BY BIN WANG\n", - "REVISED BY YIN LEI, 11/18/2013\n", - " 1,'MILLSTONE PT', 345.0000,1, 1, 1, 1,1.01517, 4.8434\n", - " 2,'MONTVILLE ', 345.0000,1, 1, 1, 1,1.01090, 4.0566\n", - " 3,'MONTVILLE ', 115.0000,1, 1, 1, 1,0.99170, 4.0069\n", - " 4,'MONTVILLE ', 345.0000,1, 1, 1, 1,1.01125, 4.1005\n", - " 5,'CARD ST ', 345.0000,1, 1, 1, 1,1.00618, 2.3527\n", - " 6,'SHERMAN RD ', 345.0000,1, 1, 1, 1,1.00594, 1.8603\n", - " 7,'MEDWAY ', 345.0000,1, 1, 1, 1,1.02071, 3.2654\n", - " 8,'MILLBURY ', 115.0000,1, 1, 1, 1,1.02151, 1.9975\n", - " 9,'CARPENTER HL', 115.0000,1, 1, 1, 1,1.01811, 1.0727\n", - " 10,'BRAYTON PT ', 115.0000,1, 1, 1, 1,1.03060, 8.0176\n", - " 11,'BRAYTON PT ', 115.0000,1, 1, 1, 1,1.01169, 6.7075\n", - " 12,'BRIDGEWATER ', 115.0000,1, 1, 1, 1,1.02371, 5.9431\n", - " 13,'PILGRIM ', 345.0000,1, 1, 1, 1,1.04565, 10.6737\n", - " 14,'CANAL ', 345.0000,1, 1, 1, 1,1.03950, 10.3866\n", - " 15,'WALPOLA ', 345.0000,1, 1, 1, 1,1.02697, 3.4395\n", - " 16,'VERMONT YNK ', 345.0000,1, 1, 1, 1,1.04108, 4.4713\n", - " 17,'SCOBIE ', 345.0000,1, 1, 1, 1,1.04016, 3.2759\n", - " 18,'SANDY POND ', 115.0000,1, 1, 1, 1,1.02570, 1.5065\n", - " 19,'POWNAL ', 345.0000,1, 1, 1, 1,1.04132, 6.4689\n", - " 20,'MAINE YANKEE', 345.0000,1, 1, 1, 1,1.04211, 9.1477\n", - " 21,'MILLSTONE PT', 24.0000,2, 1, 1, 1,1.04860, 11.8582\n", - " 22,'BRAYTON PT ', 18.0000,2, 1, 1, 1,1.05930, 12.6562\n", - " 23,'BRAYTON PT ', 20.0000,2, 1, 1, 1,1.01570, 11.7526\n", - " 24,'PILGRIM ', 22.8000,2, 1, 1, 1,1.07625, 15.7768\n", - " 25,'CANAL ', 20.0000,2, 1, 1, 1,1.06000, 18.3042\n", - " 26,'MAINE YANKEE', 20.0000,2, 1, 1, 1,1.04550, 15.7134\n", - " 27,'VERMONT YNK ', 22.0000,2, 1, 1, 1,1.04550, 11.0690\n", - " 28,'NORTHFIELD ', 13.8000,1, 1, 1, 1,1.02751, 3.2234\n", - " 29,'NORTHFIELD ', 345.0000,1, 1, 1, 1,1.02751, 3.2234\n", - " 30,'LUDLOW ', 345.0000,1, 1, 1, 1,1.01622, 0.7209\n", - " 31,'MANCHESTER ', 345.0000,1, 1, 1, 1,0.99761, 0.3966\n", - " 32,'SCOVILL ROCK', 345.0000,1, 1, 1, 1,1.00329, 1.8450\n", - " 33,'HADDAM NECK ', 345.0000,1, 1, 1, 1,1.00627, 2.5437\n", - " 34,'BLACK POND ', 345.0000,1, 1, 1, 1,0.99603, 0.4986\n", - " 35,'SOUTHINGTEN ', 345.0000,1, 1, 1, 1,0.99524, 0.0743\n", - " 36,'CONN YANKEE ', 345.0000,2, 1, 1, 1,1.04860, 9.9630\n", - " 37,'NEW SEATHED ', 345.0000,1, 2, 1, 1,1.04419, 4.6062\n", - " 38,'GILBOA ', 345.0000,1, 2, 1, 1,1.04210, 6.9752\n", - " 39,'LEEDS ', 345.0000,1, 2, 1, 1,1.04100, 3.2739\n", - " 40,'NEW SEATHED ', 230.0000,1, 2, 1, 1,1.03072, 0.5762\n", - " 41,'ROTTERDAM ', 115.0000,1, 2, 1, 1,1.02634, -3.3709\n", - " 42,'ALBANY ', 115.0000,2, 2, 1, 1,1.04000, -2.5665\n", - " 43,'EDIC ', 345.0000,1, 2, 1, 1,1.04908, 8.3430\n", - " 44,'PORTER ', 230.0000,1, 2, 1, 1,1.04792, 6.5696\n", - " 45,'PORTER ', 115.0000,1, 2, 1, 1,1.04349, 3.9472\n", - " 46,'COLTON ', 115.0000,1, 2, 1, 1,1.04781, 6.1850\n", - " 47,'MOSES W ', 230.0000,2, 2, 1, 1,1.03000, 11.6793\n", - " 48,'MOSES E ', 230.0000,2, 2, 1, 1,1.05000, 15.0127\n", - " 49,'PLATTSBURGH ', 115.0000,1, 2, 1, 1,0.96523, -1.1162\n", - " 50,'CLAY ', 345.0000,2, 2, 1, 1,1.05000, 13.2144\n", - " 51,'CLAY ', 115.0000,2, 2, 1, 1,1.04000, 8.5283\n", - " 52,'ROCHESTER ', 345.0000,1, 2, 1, 1,1.04193, 19.4130\n", - " 53,'ROCHESTER ', 115.0000,2, 2, 1, 1,1.03000, 18.0053\n", - " 54,'NIAGARA W ', 230.0000,2, 2, 1, 1,1.04080, 26.9321\n", - " 55,'NIAGARA E ', 230.0000,2, 2, 1, 1,1.04000, 26.2095\n", - " 56,'HUNTLEY ', 230.0000,2, 2, 1, 1,1.03000, 26.8995\n", - " 57,'HUNTLEY ', 115.0000,2, 2, 1, 1,1.03000, 25.7233\n", - " 58,'GARDENVILLE ', 230.0000,1, 2, 1, 1,1.01010, 24.5883\n", - " 59,'GARDENVILLE ', 115.0000,1, 2, 1, 1,0.99669, 22.1857\n", - " 60,'DUNKIRK ', 230.0000,2, 2, 1, 1,1.04000, 30.2181\n", - " 61,'DUNKIRK ', 115.0000,2, 2, 1, 1,1.04000, 26.7270\n", - " 62,'STOLLE RD ', 230.0000,1, 2, 1, 1,1.01628, 23.9633\n", - " 63,'MEYER ', 230.0000,1, 2, 1, 1,1.00548, 17.6467\n", - " 64,'MEYER ', 115.0000,1, 2, 1, 1,1.00715, 14.5476\n", - " 65,'GESONIDGE ', 115.0000,2, 2, 1, 1,1.04000, 15.7558\n", - " 66,'WATERCURE ', 345.0000,1, 2, 1, 1,1.01975, 20.8736\n", - " 67,'WRHL ', 230.0000,1, 2, 1, 1,1.00265, 16.6813\n", - " 68,'HILLSIDE ', 115.0000,2, 2, 1, 1,0.99000, 12.7432\n", - " 69,'BINGHAMTON ', 345.0000,1, 2, 1, 1,1.01948, 14.3356\n", - " 70,'BINGHAMTON ', 230.0000,1, 2, 1, 1,0.99894, 13.5662\n", - " 71,'BINGHAMTON ', 115.0000,2, 2, 1, 1,1.00000, 11.1142\n", - " 72,'LAPEER ', 115.0000,2, 2, 1, 1,1.05000, 10.1183\n", - " 73,'PLEASANT VLY', 345.0000,1, 3, 1, 1,1.03292, 1.6376\n", - " 74,'MILLWOOD ', 345.0000,1, 3, 1, 1,1.02708, 0.2979\n", - " 75,'RAMAPO ', 138.0000,1, 3, 1, 1,1.04944, 1.2631\n", - " 76,'RAMAPO ', 345.0000,1, 3, 1, 1,1.04639, 0.7974\n", - " 77,'BUCHANAN ', 345.0000,1, 3, 1, 1,1.03539, 0.5458\n", - " 78,'CE UG ', 345.0000,3, 3, 1, 1,1.02000, 0.0000\n", - " 79,'RAV A-3 ', 22.0000,2, 3, 1, 1,1.05000, 8.1715\n", - " 80,'NORTHPORT ', 138.0000,2, 3, 1, 1,1.02320, 0.6309\n", - " 81,'GOETHALS ', 345.0000,1, 3, 1, 1,1.02198, -3.2846\n", - " 82,'AK-3 ', 22.0000,2, 3, 1, 1,1.05000, 7.5680\n", - " 83,'KEITH ', 220.0000,1, 4, 1, 1,0.95576, 22.9842\n", - " 84,'KEITH JCT ', 118.1000,1, 4, 1, 1,0.96323, 23.4874\n", - " 85,'LAMBTON ', 220.0000,1, 4, 1, 1,0.99128, 36.4486\n", - " 86,'LAMBTON ', 24.0000,2, 4, 1, 1,1.00000, 41.7274\n", - " 87,'LAMBTON ', 220.0000,1, 4, 1, 1,1.01813, 33.6520\n", - " 88,'SCOTT ', 220.0000,1, 4, 1, 1,0.97335, 32.8563\n", - " 89,'SCOTT ', 220.0000,1, 4, 1, 1,0.95584, 30.2514\n", - " 90,'VIDA ', 220.0000,1, 4, 1, 1,0.95411, 30.1020\n", - " 91,'RICHVIEW ', 220.0000,2, 4, 1, 1,1.04000, 11.2134\n", - " 92,'HANMER ', 500.0000,2, 4, 1, 1,1.04000, 18.6819\n", - " 93,'ESSA ', 220.0000,1, 4, 1, 1,0.96211, 7.5454\n", - " 94,'ORANGEVILLE ', 220.0000,1, 4, 1, 1,0.95948, 7.7792\n", - " 95,'DES JOAC ', 220.0000,1, 4, 1, 1,0.97264, 14.6338\n", - " 96,'HOLDEN ', 13.8000,1, 4, 1, 1,1.02323, 15.2006\n", - " 97,'MARTINDELE ', 220.0000,2, 4, 1, 1,1.04000, 14.0482\n", - " 98,'STLA ', 220.0000,2, 4, 1, 1,1.04000, 31.9721\n", - " 99,'PVR ', 220.0000,1, 4, 1, 1,1.03842, 31.3229\n", - " 100,'PHAS ', 220.0000,1, 4, 1, 1,1.03248, 26.3181\n", - " 101,'SAB 2 ', 220.0000,2, 4, 1, 1,1.05000, 24.3484\n", - " 102,'BP 76 ', 220.0000,1, 4, 1, 1,1.04550, 25.5246\n", - " 103,'PA 27 ', 220.0000,1, 4, 1, 1,1.04629, 25.3162\n", - " 104,'BEACH ', 220.0000,1, 4, 1, 1,0.99699, 13.1740\n", - " 105,'BUCHANAN ', 220.0000,1, 4, 1, 1,0.97457, 24.1225\n", - " 106,'NEALE ', 220.0000,1, 4, 1, 1,0.99289, 14.5859\n", - " 107,'NEALE ', 220.0000,1, 4, 1, 1,1.00616, 15.9332\n", - " 108,'S CT ', 220.0000,1, 4, 1, 1,1.00033, 13.9155\n", - " 109,'SLT ', 220.0000,1, 4, 1, 1,1.00029, 13.8910\n", - " 110,'BURLINGTON ', 220.0000,1, 4, 1, 1,1.00281, 12.4399\n", - " 111,'DETWIERER ', 220.0000,1, 4, 1, 1,0.96194, 10.0383\n", - " 112,'CHATHAM ', 220.0000,1, 4, 1, 1,0.97541, 29.6056\n", - " 113,'LAUZON ', 118.1000,1, 4, 1, 1,0.95230, 22.4473\n", - " 114,'MARYSVILLE ', 220.0000,1, 5, 1, 1,0.95972, 30.6392\n", - " 115,'ST CLAIR ', 500.0000,2, 5, 1, 1,1.02000, 33.4478\n", - " 116,'WATERMAN ', 220.0000,1, 5, 1, 1,0.99338, 26.8500\n", - " 117,'PONTIAC ', 230.0000,1, 5, 1, 1,1.00506, 30.8651\n", - " 118,'WAYNE ', 115.0000,1, 5, 1, 1,0.99857, 31.7891\n", - " 119,'THETFORD ', 220.0000,2, 5, 1, 1,1.00000, 30.2408\n", - " 120,'ARGENTA ', 220.0000,2, 5, 1, 1,1.02000, 26.6696\n", - " 121,'SC415 ', 220.0000,2, 5, 1, 1,1.04000, 32.8926\n", - " 122,'WATERMAN ', 220.0000,2, 5, 1, 1,1.05000, 32.3212\n", - " 123,'MONROE ', 230.0000,2, 5, 1, 1,1.01000, 37.6123\n", - " 124,'BRANCHBURG ', 230.0000,1, 6, 1, 1,1.04471, 2.3841\n", - " 125,'LINDON ', 230.0000,1, 6, 1, 1,1.02196, -3.4160\n", - " 126,'HUDSON ', 230.0000,1, 6, 1, 1,1.02261, -5.3945\n", - " 127,'ALBURTIS ', 500.0000,1, 6, 1, 1,1.04853, 6.5520\n", - " 128,'WHITPAIN ', 500.0000,1, 6, 1, 1,1.03926, 2.7377\n", - " 129,'KEENEY ', 500.0000,1, 6, 1, 1,1.02303, 8.9401\n", - " 130,'PEACH BOTTOM', 500.0000,2, 6, 1, 1,1.02000, 12.1966\n", - " 131,'CONASTONE ', 500.0000,1, 6, 1, 1,1.02604, 13.4125\n", - " 132,'JUNIATA ', 500.0000,1, 6, 1, 1,1.03978, 19.5565\n", - " 133,'CONEMAUGH ', 500.0000,2, 6, 1, 1,1.02000, 34.3480\n", - " 134,'HOMER CITY ', 230.0000,2, 6, 1, 1,1.03000, 25.5764\n", - " 135,'KEYSTONE ', 500.0000,2, 6, 1, 1,1.02000, 35.0063\n", - " 136,'ERIE W ', 345.0000,1, 6, 1, 1,1.00058, 19.7176\n", - " 137,'ERIE S ', 230.0000,2, 6, 1, 1,1.04000, 20.3245\n", - " 138,'E TOMANO ', 230.0000,1, 6, 1, 1,0.97073, 13.5527\n", - " 139,'KYGER ', 345.0000,2, 6, 1, 1,1.01000, 29.3780\n", - " 140,'TE ', 230.0000,1, 6, 1, 1,1.04132, 30.2102\n", - " 0 /End of Bus data, Begin Load data\n", - " 3,'1 ',1, 1, 1, 9.000, 88.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 6,'1 ',1, 1, 1, 320.000, 153.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 7,'1 ',1, 1, 1, 329.000, 32.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 9,'1 ',1, 1, 1, 158.000, 30.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 11,'1 ',1, 1, 1, 680.000, 103.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 12,'1 ',1, 1, 1, 274.000, 115.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 14,'1 ',1, 1, 1, 248.000, 85.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 15,'1 ',1, 1, 1, 309.000, -92.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 16,'1 ',1, 1, 1, 224.000, 47.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 17,'1 ',1, 1, 1, 139.000, 17.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 18,'1 ',1, 1, 1, 281.000, 76.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 19,'1 ',1, 1, 1, 206.000, 28.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 20,'1 ',1, 1, 1, 284.000, 27.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 30,'1 ',1, 1, 1, 322.000, 2.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 31,'1 ',1, 1, 1, 500.000, 184.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 34,'1 ',1, 1, 1, 234.000, 84.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 35,'1 ',1, 1, 1, 522.000, 177.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 36,'1 ',1, 1, 1, 9.000, 5.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 41,'1 ',1, 2, 1, 700.000, 125.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 42,'1 ',1, 2, 1, 177.000, 17.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 45,'1 ',1, 2, 1, 256.000, 17.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 46,'1 ',1, 2, 1, 177.000, 25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 46,'2 ',1, 2, 1, -154.000, -67.500, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 47,'1 ',1, 2, 1, 528.000, 100.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 49,'1 ',1, 2, 1, 208.000, 17.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 51,'1 ',1, 2, 1, 731.000, 75.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 53,'1 ',1, 2, 1, 923.000, 250.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 54,'1 ',1, 2, 1, 20.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 55,'1 ',1, 2, 1, 939.000, 132.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 56,'1 ',1, 2, 1, 172.000, 44.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 57,'1 ',1, 2, 1, 240.000, -6.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 58,'1 ',1, 2, 1, 84.000, 38.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 59,'1 ',1, 2, 1, 705.000, 198.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 61,'1 ',1, 2, 1, 237.000, 8.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 64,'1 ',1, 2, 1, 143.000, 25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 65,'1 ',1, 2, 1, 91.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 68,'1 ',1, 2, 1, 211.000, 41.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 71,'1 ',1, 2, 1, 371.000, 53.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 74,'1 ',1, 3, 1, 102.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 78,'1 ',1, 3, 1, 2000.000, 600.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 80,'1 ',1, 3, 1, 700.000, 25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 83,'1 ',1, 4, 1, 80.000, 16.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 85,'1 ',1, 4, 1, 18.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 86,'1 ',1, 4, 1, 50.000, 25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 88,'1 ',1, 4, 1, 110.000, 55.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 89,'1 ',1, 4, 1, 100.000, 70.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 90,'1 ',1, 4, 1, 115.000, 45.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 91,'1 ',1, 4, 1, 1650.000, 500.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 92,'1 ',1, 4, 1, 10.000, 320.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 93,'1 ',1, 4, 1, 125.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 94,'1 ',1, 4, 1, 95.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 95,'1 ',1, 4, 1, 25.000, 100.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 95,'2 ',1, 4, 1, -125.000, -13.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 96,'1 ',1, 4, 1, 20.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 96,'2 ',1, 4, 1, -60.000, -25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 97,'1 ',1, 4, 1, 910.000, 50.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 101,'1 ',1, 4, 1, 350.000, 130.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 104,'1 ',1, 4, 1, 200.000, 90.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 105,'1 ',1, 4, 1, 325.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 106,'1 ',1, 4, 1, 0.000, -12.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 107,'1 ',1, 4, 1, 0.000, -19.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 108,'1 ',1, 4, 1, 0.000, -13.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 109,'1 ',1, 4, 1, 0.000, -13.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 110,'1 ',1, 4, 1, 718.000, 125.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 111,'1 ',1, 4, 1, 399.000, 45.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 113,'1 ',1, 4, 1, 206.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 114,'1 ',1, 5, 1, 0.000, 90.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 115,'1 ',1, 5, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 116,'1 ',1, 5, 1, 200.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 117,'1 ',1, 5, 1, 400.000, 97.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 118,'1 ',1, 5, 1, 280.000, 86.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 119,'1 ',1, 5, 1, 750.000, 200.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 120,'1 ',1, 5, 1, 946.000, -40.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 123,'1 ',1, 5, 1, 63.000, 10.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 124,'1 ',1, 6, 1, 370.000, 71.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 124,'2 ',1, 6, 1, 0.000, -22.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 125,'1 ',1, 6, 1, 320.000, 5.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 126,'1 ',1, 6, 1, 450.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 127,'1 ',1, 6, 1, 200.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 127,'2 ',1, 6, 1, 0.000, -150.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 128,'1 ',1, 6, 1, 970.000, 60.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 128,'2 ',1, 6, 1, 0.000, -162.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 129,'1 ',1, 6, 1, 610.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 129,'2 ',1, 6, 1, 0.000, -50.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 130,'1 ',1, 6, 1, 180.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 131,'1 ',1, 6, 1, 1160.000, 468.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 131,'2 ',1, 6, 1, 0.000, -900.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 132,'1 ',1, 6, 1, 210.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 132,'2 ',1, 6, 1, 0.000, -337.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 135,'1 ',1, 6, 1, 170.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 136,'1 ',1, 6, 1, 270.000, 223.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 138,'1 ',1, 6, 1, 110.000, 64.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 0 /End of Load data, Begin Fixed shunt data\n", - " 0 /End of Fixed shunt data, Begin Generator data\n", - " 21,'1 ', 650.000, 215.117, 999.000, -999.000,1.04860, 0, 750.000, 0.00000E+0, 2.17500E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 22,'1 ', 632.000, 208.118, 999.000, -999.000,1.05930, 0, 700.000, 0.00000E+0, 2.06500E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 23,'1 ', 276.650, 10.788, 999.000, -999.000,1.01570, 0, 300.000, 0.00000E+0, 9.99000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 23,'2 ', 226.350, 8.827, 9999.000, -9999.000,1.01570, 0, 300.000, 0.00000E+0, 2.23500E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 24,'1 ', 700.000, 261.533, 999.000, -999.000,1.07625, 0, 800.000, 0.00000E+0, 2.32000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 25,'1 ', 560.000, 108.222, 999.000, -999.000,1.06000, 0, 650.000, 0.00000E+0, 2.09300E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 26,'1 ', 800.000, 27.488, 999.000, -999.000,1.04550, 0, 900.000, 0.00000E+0, 2.81700E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 27,'1 ', 540.000, 37.044, 999.000, -999.000,1.04550, 0, 600.000, 0.00000E+0, 1.80000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 36,'1 ', 554.000, 217.901, 999.000, -999.000,1.04860, 0, 650.000, 0.00000E+0, 2.99000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 42,'1 ', 370.000, 134.949, 999.000, -999.000,1.04000, 0, 400.000, 0.00000E+0, 1.78000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 47,'1 ', 400.000, -3.268, 999.000, -999.000,1.03000, 0, 450.000, 0.00000E+0, 3.51900E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 48,'1 ', 400.000, 107.452, 999.000, -999.000,1.05000, 0, 500.000, 0.00000E+0, 3.91000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 50,'1 ', 600.000, 41.180, 999.000, -999.000,1.05000, 0, 700.000, 0.00000E+0, 2.95000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 51,'1 ', 141.000, 20.685, 999.000, -999.000,1.04000, 0, 150.000, 0.00000E+0, 6.19500E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 53,'1 ', 833.000, 173.977, 999.000, -999.000,1.03000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 54,'1 ', 557.500, -0.649, 999.000, -999.000,1.04080, 0, 650.000, 0.00000E+0, 3.25000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 54,'2 ', 557.500, -0.649, 9999.000, -9999.000,1.04080, 0, 650.000, 0.00000E+0, 3.25000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 55,'1 ', 1095.000, 148.655, 999.000, -999.000,1.04000, 0, 1200.000, 0.00000E+0, 3.62400E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 56,'1 ', 410.000, 87.207, 999.000, -999.000,1.03000, 0, 500.000, 0.00000E+0, 2.57500E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 57,'1 ', 298.000, 3.534, 999.000, -999.000,1.03000, 0, 350.000, 0.00000E+0, 1.62400E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 60,'1 ', 410.000, 54.828, 999.000, -999.000,1.04000, 0, 450.000, 0.00000E+0, 2.35350E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 61,'1 ', 194.000, 13.180, 999.000, -999.000,1.04000, 0, 200.000, 0.00000E+0, 1.89400E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 65,'1 ', 91.000, 51.625, 999.000, -999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 68,'1 ', 66.000, -0.140, 999.000, -999.000,0.99000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 71,'1 ', 134.000, -373.660, 999.000, -999.000,1.00000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 72,'1 ', 150.000, 379.422, 999.000, -999.000,1.05000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 78,'1 ', 466.019, 74.010, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 79,'1 ', 1000.000, 257.345, 999.000, -999.000,1.05000, 0, 1150.000, 0.00000E+0, 3.22000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 80,'1 ', 720.000, -0.078, 999.000, -999.000,1.02320, 0, 800.000, 0.00000E+0, 2.00000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 82,'1 ', 460.000, 125.095, 999.000, -999.000,1.05000, 0, 500.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 86,'1 ', 1650.000, 251.799, 999.000, -999.000,1.00000, 0, 1900.000, 0.00000E+0, 1.90000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 91,'1 ', 930.000, 1082.086, 9999.000, -9999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 92,'1 ', 450.000, 324.468, 999.000, -999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 97,'1 ', 600.000, 96.902, 999.000, -999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 98,'1 ', 585.000, 33.013, 999.000, -999.000,1.04000, 0, 650.000, 0.00000E+0, 9.75000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 101,'1 ', 1200.000, 506.878, 999.000, -999.000,1.05000, 0, 1350.000, 0.00000E+0, 2.29500E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 115,'1 ', 550.000, 269.536, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 119,'1 ', 550.000, 145.624, 999.000, -999.000,1.00000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 120,'1 ', 700.000, 57.157, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 121,'1 ', 145.000, 157.850, 999.000, -999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 122,'1 ', 155.000, 127.774, 999.000, -999.000,1.05000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 123,'1 ', 655.000, 58.623, 999.000, -999.000,1.01000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 130,'1 ', 490.000, -467.860, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 133,'1 ', 1700.000, -141.013, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 134,'1 ', 880.000, 43.093, 999.000, -999.000,1.03000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 135,'1 ', 2330.000, -100.279, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 137,'1 ', 70.000, 174.600, 999.000, -999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 139,'1 ', 115.000, 18.439, 999.000, -999.000,1.01000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", - " 0 /End of Generator data, Begin Branch data\n", - " 1, 2,'1 ', 4.00000E-4, 4.30000E-3, 0.07000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 1, 4,'1 ', 4.00000E-4, 4.30000E-3, 0.07000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 2, 33,'1 ', 7.00000E-4, 8.20000E-3, 0.14000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 4, 5,'1 ', 9.00000E-4, 1.01000E-2, 0.17000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 5, 6,'1 ', 1.80000E-3, 2.17000E-2, 0.37000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 5, 31,'1 ', 8.00000E-4, 1.29000E-2, 0.14000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 6, 7,'1 ', 9.00000E-4, 9.40000E-3, 0.17000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 7, 8,'1 ', 7.00000E-4, 8.90000E-3, 0.13000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 7, 10,'1 ', 1.60000E-3, 1.95000E-2, 0.30000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 7, 12,'1 ', 8.00000E-4, 1.35000E-2, 0.25000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 7, 15,'1 ', 3.00000E-4, 5.90000E-3, 0.07000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 8, 9,'1 ', 7.00000E-4, 8.20000E-3, 0.13000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 8, 18,'1 ', 1.30000E-3, 1.73000E-2, 0.32000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 9, 30,'1 ', 1.10000E-3, 1.33000E-2, 0.21000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 12, 13,'1 ', 8.00000E-4, 1.40000E-2, 0.26000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 13, 14,'1 ', 6.00000E-4, 9.60000E-3, 0.18000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 14, 15,'1 ', 2.20000E-3, 3.50000E-2, 0.36000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 16, 17,'1 ', 3.20000E-3, 3.23000E-2, 0.53000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 16, 29,'1 ', 7.00000E-3, 8.60000E-3, 0.15000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 17, 18,'1 ', 1.40000E-3, 1.47000E-2, 0.24000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 17, 19,'1 ', 4.30000E-3, 4.74000E-2, 0.78000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 17, 20,'1 ', 5.70000E-3, 6.25000E-2, 1.03000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 19, 20,'1 ', 1.40000E-3, 1.51000E-2, 0.25000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 29, 30,'1 ', 1.30000E-3, 1.51000E-2, 0.26000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - 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"1.00000, 0.000\n", - " 49, 48, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 1.56000E-2, 1.53600E-1, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 48, 100, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 1.00000E-3, 1.59500E-1, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 54, 52, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 2.00000E-3, 2.33000E-2, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 54, 55, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 0.00000E+0, 1.30000E-2, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 56, 57, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 0.00000E+0, 1.42000E-1, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 58, 59, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 0.00000E+0, 9.30000E-3, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 60, 61, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 0.00000E+0, 6.40000E-2, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 75, 76, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 1.00000E-4, 7.40000E-3, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 84, 83, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 5.20000E-3, 1.74000E-2, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 85, 86, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 0.00000E+0, 5.70000E-3, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 87, 85, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 2.00000E-4, 2.46000E-2, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 101, 102, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 7.00000E-4, 2.11000E-2, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 101, 103, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 6.00000E-4, 1.51000E-2, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 137, 136, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", - " 8.00000E-4, 2.39000E-2, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 0 /End of Transformer data, Begin Area interchange data\n", - " 1, 0, 0.000, 10.000,'NEPOOL '\n", - " 2, 0, 0.000, 10.000,'NYISO '\n", - " 3, 0, 0.000, 10.000,'NYISO2 '\n", - " 4, 0, 0.000, 10.000,'IESO '\n", - " 5, 0, 0.000, 10.000,'MISO '\n", - " 6, 0, 0.000, 10.000,'PJM '\n", - " 0 /End of Area interchange data, Begin Two-terminal dc line data\n", - " 0 /End of Two-terminal dc line data, Begin VSC dc line data\n", - " 0 /End of VSC dc line data, Begin Impedance correction table data\n", - " 0 /End of Impedance correction table data, Begin Multi-terminal dc line data\n", - " 0 /End of Multi-terminal dc line data, Begin Multi-section line data\n", - " 0 /End of Multi-section line data, Begin Zone data\n", - " 0 /End of Zone data, Begin Inter-area transfer data\n", - " 0 /End of Inter-area transfer data, Begin Owner data\n", - " 0 /End of Owner data, Begin FACTS device data\n", - " 0 /End of FACTS device data, Begin Switched shunt data\n", - " 0 /End of Switched shunt data, Begin GNE device data\n", - " 0 /End of GNE device data\n", - "Q\n" - ] - } - ], - "source": [ - "data = !cat npcc.raw \n", - "print('\\n'.join(data))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Dynamic Data (PSS/E DYR format)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " 21 'GENROU' 1 5.7000 0.30000E-01 0.35000 0.50000E-01\n", - " 4.6400 0.0000 1.9050 1.8075 0.36000\n", - " 0.36000 0.23270 0.20270 0.0000 0.0000 /\n", - " 22 'GENROU' 1 5.6900 0.30000E-01 0.35000 0.50000E-01\n", - " 4.0857 0.0000 1.8340 1.8060 0.30520\n", - " 0.30520 0.220955 0.200955 0.0000 0.0000 /\n", - " 23 'GENROU' 1 5.6000 0.30000E-01 0.35000 0.50000E-01\n", - " 2.4467 0.0000 1.7400 1.6800 0.24450\n", - " 0.24450 0.100799 0.090799 0.0000 0.0000 /\n", - " 23 'GENROU' 2 5.2000 0.30000E-01 0.35000 0.50000E-01\n", - " 6.2000 0.0000 2.1150 2.0400 0.54600\n", - " 0.54600 0.225511 0.205511 0.0000 0.0000 /\n", - " 24 'GENROU' 1 7.3000 0.30000E-01 0.35000 0.50000E-01\n", - " 4.3500 0.0000 2.0320 1.9280 0.38400\n", - " 0.38400 0.23780 0.20780 0.0000 0.0000 /\n", - " 25 'GENROU' 1 5.7000 0.30000E-01 0.35000 0.50000E-01\n", - " 4.0615 0.0000 1.9175 1.8980 0.31200\n", - " 0.31200 0.20930 0.19930 0.0000 0.0000 /\n", - " 26 'GENROU' 1 4.7900 0.30000E-01 0.35000 0.50000E-01\n", - " 3.8000 0.0000 1.8900 1.8450 0.52200\n", - " 0.52200 0.28874 0.20874 0.0000 0.0000 /\n", - " 27 'GENROU' 1 6.7000 0.30000E-01 0.35000 0.50000E-01\n", - " 4.0500 0.0000 1.7400 1.6800 0.33000\n", - " 0.33000 0.18450 0.10450 0.0000 0.0000 /\n", - " 36 'GENROU' 1 5.7000 0.30000E-01 0.35000 0.50000E-01\n", - " 4.6615 0.0000 1.9175 1.8590 0.52650\n", - " 0.52650 0.319930 0.30993 0.0000 0.0000 /\n", - " 42 'GENROU' 1 5.0000 0.30000E-01 0.35000 0.50000E-01\n", - " 4.7150 0.0000 1.2648 1.2108 0.23800\n", - " 0.23800 0.17800 0.10800 0.0000 0.0000 /\n", - " 47 'GENROU' 1 5.0000 0.30000E-01 0.35000 0.50000E-01\n", - " 3.3711 0.0000 1.3410 0.76950 0.49500\n", - " 0.49500 0.35190 0.30190 0.0000 0.0000 /\n", - " 48 'GENROU' 1 5.0000 0.30000E-01 0.35000 0.50000E-01\n", - " 3.0340 0.0000 1.4900 0.85500 0.55000\n", - " 0.55000 0.39100 0.30100 0.0000 0.0000 /\n", - " 50 'GENROU' 1 6.7000 0.30000E-01 0.35000 0.50000E-01\n", - " 4.9200 0.0000 1.3750 1.3050 0.39000\n", - " 0.39000 0.29500 0.20500 0.0000 0.0000 /\n", - " 51 'GENROU' 1 5.5000 0.30000E-01 0.35000 0.50000E-01\n", - " 14.307 0.0000 0.46545 0.44115 0.93750E-01\n", - " 0.93750E-01 0.61950E-01 0.60950E-01 0.0000 0.0000 /\n", - " 53 'GENCLS' 1 37.000 37.000 /\n", - " 54 'GENROU' 1 7.0000 0.30000E-01 0.35000 0.50000E-01\n", - " 7.8831 0.0000 0.85930 0.58500 0.36790\n", - " 0.36790 0.32500 0.30500 0.0000 0.0000 /\n", - " 54 'GENROU' 2 7.0000 0.30000E-01 0.35000 0.50000E-01\n", - " 7.8831 0.0000 0.85930 0.58500 0.36790\n", - " 0.36790 0.32500 0.30500 0.0000 0.0000 /\n", - " 55 'GENROU' 1 7.0000 0.30000E-01 0.35000 0.50000E-01\n", - " 4.9817 0.0000 1.2192 0.77160 0.43680\n", - " 0.43680 0.36240 0.30240 0.0000 0.0000 /\n", - " 56 'GENROU' 1 5.5000 0.30000E-01 0.35000 0.50000E-01\n", - " 4.3880 0.0000 1.9235 1.8485 0.35750\n", - " 0.35750 0.25750 0.20750 0.0000 0.0000 /\n", - " 57 'GENROU' 1 5.6000 0.30000E-01 0.35000 0.50000E-01\n", - " 5.0600 0.0000 1.1805 1.1294 0.24465\n", - " 0.24465 0.16240 0.10240 0.0000 0.0000 /\n", - " 60 'GENROU' 1 5.5000 0.30000E-01 0.35000 0.50000E-01\n", - " 4.8311 0.0000 1.7334 1.6673 0.32490\n", - " 0.32490 0.23535 0.20535 0.0000 0.0000 /\n", - " 61 'GENROU' 1 5.0000 0.30000E-01 0.35000 0.50000E-01\n", - 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" 6.0000 6.0000 0.0000 /\n", - " 54 'TGOV1' 2 0.30000E-01 0.50000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 55 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 56 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 57 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 60 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 61 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 79 'TGOV1' 1 0.50000E-01 10.0000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 80 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 82 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 86 'TGOV1' 1 0.50000E-01 10.0000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 98 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 101 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 119 'TGOV1' 1 0.50000E-01 10.0000 100.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - " 133 'TGOV1' 1 0.50000E-01 10.0000 100.0000 0.30000\n", - " 6.0000 6.0000 0.0000 /\n", - "\n", - " 21 'IEEEX1' 1 0.0000 50.000 0.60000E-01 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.20000E-01 0.50000\n", - " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.7300 /\n", - " 22 'IEEEX1' 1 0.0000 400.00 0.20000E-01 0.0000\n", - " 0.0000 7.3000 -7.3000 1.0000 0.79000\n", - " 0.30000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.4500 /\n", - " 23 'IEEEX1' 1 0.0000 50.000 0.60000E-01 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", - " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.7300 /\n", - " 23 'IEEEX1' 2 0.0000 50.000 0.60000E-01 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", - " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.7300 /\n", - " 24 'IEEEX1' 1 0.0000 50.000 0.20000E-01 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.40000E-01 0.47000\n", - " 0.60000E-01 1.2500 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.7300 /\n", - " 25 'IEEEX1' 1 0.0000 400.00 0.20000E-01 0.0000\n", - " 0.0000 6.5000 -6.5000 1.0000 0.73000\n", - " 0.30000E-01 1.0000 0.0000 2.0000 0.39000E-02\n", - " 3.0000 1.5550 /\n", - " 26 'IEEEX1' 1 0.0000 200.00 0.20000E-01 0.0000\n", - " 0.0000 4.2600 -4.2600 1.0000 1.4000\n", - " 0.30000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.4650 /\n", - " 27 'IEEEX1' 1 0.0000 50.000 0.20000E-01 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.50000E-01 0.53000\n", - " 0.33200E-01 1.2600 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.4650 /\n", - " 36 'IEEEX1' 1 0.0000 62.000 0.50000E-01 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.50000E-01 0.40500\n", - " 0.11400 0.50000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.7300 /\n", - " 42 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.62000E-01 0.50000\n", - " 0.65710 0.35000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 2.0250 /\n", - " 47 'IEEEX1' 1 0.0000 16.500 0.20000 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.37000E-01 0.27000\n", - " 0.60000E-01 1.0000 0.0000 2.0000 0.58000E-02\n", - " 3.0000 1.1500 /\n", - " 48 'IEEEX1' 1 0.0000 16.500 0.20000 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.37000E-01 0.27000\n", - " 0.60000E-01 1.0000 0.0000 2.0000 0.58000E-02\n", - " 3.0000 1.1500 /\n", - " 50 'IEEEX1' 1 0.0000 50.000 0.60000E-01 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.46000E-01 0.50000\n", - " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.5250 /\n", - " 51 'IEEEX1' 1 0.0000 23.100 0.20000 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.44000E-01 0.50000\n", - " 0.71430E-01 0.35000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.4500 /\n", - " 54 'IEEEX1' 1 0.0000 50.000 0.50000E-01 0.0000\n", - " 0.0000 5.0000 -5.0000 1.0000 0.40000\n", - " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.4500 /\n", - " 54 'IEEEX1' 2 0.0000 50.000 0.50000E-01 0.0000\n", - " 0.0000 5.0000 -5.0000 1.0000 0.40000\n", - " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.4500 /\n", - " 55 'IEEEX1' 1 0.0000 23.100 0.20000 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", - " 0.71430E-01 0.35000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.4500 /\n", - " 56 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", - " 0.65710E-01 0.35000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.6670 /\n", - " 57 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", - " 0.65710E-01 0.35000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 2.0600 /\n", - " 60 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", - " 0.65710 0.35000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.6670 /\n", - " 61 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.62000E-01 0.50000\n", - " 0.65710 0.35000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 2.0250 /\n", - " 79 'IEEEX1' 1 0.0000 50.000 0.60000E-01 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.40000E-01 0.50000\n", - " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.4500 /\n", - " 80 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", - " 0.65140 0.35000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.4500 /\n", - " 82 'IEEEX1' 1 0.0000 50.000 0.60000E-01 0.0000\n", - " 0.0000 1.0000 -1.0000 -0.40000E-01 0.50000\n", - " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", - " 3.0000 1.4500 /\n", - "\n", - "\n" - ] - } - ], - "source": [ - "data = !cat npcc.dyr\n", - "print('\\n'.join(data))" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.1" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} \ No newline at end of file + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# CURENT NPCC Verification\n", + "\n", + "Prepared by [Hantao Cui](https://cui.eecps.com). Last revised 23 May 2020. \n", + "\n", + "## Background \n", + "\n", + "The [CURENT](https://curent.utk.edu) NPCC test system contains 140 buses, 233 branches, and 48 generators. Dynamic data uses models GENROU, GENCLS, TGOV1 and IEEEX1.\n", + "\n", + "One line trip scenario is used to verify ANDES simulation results with DSATools TSAT.\n", + "\n", + "### Simulation Parameters\n", + "\n", + "Integretion method: Trapezidal Rule (ANDES and TSAT).\n", + "\n", + "Time step size: `1/120` sec. (Note: step size between `1/30` to `1/120` has little impact on the ANDES results. One can use `tstep=1/30` to obtain almost the same results.)\n", + "\n", + "Load conversion: static loads are converted to 100% constant impedances for both P and Q. \n", + "\n", + "TSAT automatic parameter correction is disabled.\n", + "\n", + "### Initialization\n", + "\n", + "Power flow solutions are identical across all the two software.\n", + "\n", + "GENROU initialization ($E_{FD}$, $E_{TERM}$, $P$, $Q$, $\\delta$, $I_d$ and $I_q$) is identical to that from **PSS/E** for all cases (with and without generator saturation). Note that $I_d$ and $I_q$ are in machine base in PSS/E but in system base in ANDES. \n", + "\n", + "GENROU initialization (including all the internal variables $E'_d$, $E'_q$, $\\psi_{kd}$, $\\psi_{kq}$, $\\psi''_d$, and $\\psi''_q$) is identical to that from [**OpenIPSL**](https://github.com/openipsl/openipsl).\n", + "\n", + "No controller limit violation occurs during initialization.\n", + "\n", + "### Conclusion\n", + "\n", + "NPCC simulation results from ANDES are identical to that from TSAT." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import andes\n", + "import numpy as np\n", + "from andes.utils.tsat import tsat_to_df, plot_comparison, run_cmp\n", + "\n", + "andes.config_logger(stream_level=30)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "omega_lt2s = tsat_to_df('omega_lt2s.xls')\n", + "v_lt2s = tsat_to_df('v_lt2s.xls')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Scenario 1\n", + "\n", + "Line 1-2 trips at 1 sec. and reconnects after 2.0 sec. The reconnection delay is set to 2 seconds to trigger a large disturbance to the system to verify nonlinear models." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Simulation Setup" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + ": Line.Line_1 status changed to 0.0 at t=1.0 sec. \n", + ": Line.Line_1 status changed to 1.0 at t=3.0 sec. \n", + "100%|████████████████████████████████| 100/100 [00:10<00:00, 9.87%/s]\n" + ] + } + ], + "source": [ + "ss = run_cmp('npcc.raw', dyr='npcc.dyr', fault_line='Line_1',\n", + " t1=1.0, t2=3.0, tstep=1/120)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "idx Line_1\n", + "u 1\n", + "name Line_1\n", + "bus1 1\n", + "bus2 2\n", + "Sn 100\n", + "fn 60\n", + "Vn1 345\n", + "Vn2 345\n", + "r 0.0004\n", + "x 0.0043\n", + "b 0.07\n", + "g 0\n", + "b1 0\n", + "g1 0\n", + "b2 0\n", + "g2 0\n", + "trans 0\n", + "tap 1\n", + "phi 0\n", + "owner None\n", + "xcoord None\n", + "ycoord None\n", + "Name: 0, dtype: object" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# line information\n", + "ss.Line.cache.df_in.iloc[0]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Scenario 1 Plots" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "tsat_omega_headers = [ss.TDS.plt._fname[i + 1] for i in ss.GENROU.omega.a]\n", + "tsat_omega_headers = [i.replace('GENROU', 'TSAT') for i in tsat_omega_headers]\n", + "\n", + "fig, ax = plot_comparison(ss, ss.GENROU.omega, omega_lt2s,\n", + " a=[0, 3], ylabel=\"Generator Speed [Hz]\",\n", + " tsat_header=tsat_omega_headers,\n", + " scale=60, right=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "tsat_v_headers = [ss.TDS.plt._fname[i + 1 + ss.dae.n] for i in ss.GENROU.v.a]\n", + "tsat_v_headers = [i.replace('GENROU', 'TSAT') for i in tsat_v_headers]\n", + "\n", + "fig, ax = plot_comparison(ss, ss.GENROU.v,\n", + " v_lt2s, a=[0, 5],\n", + " ylabel=\"Terminal Voltage [p.u.]\",\n", + " tsat_header=tsat_v_headers, right=10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Appendix\n", + "\n", + "CURENT NPCC 140-Bus System Data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Power Flow Data (PSS/E RAW format)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0, 100.00, 32, 0, 1, 60.00 / PSS(R)E 32 RAW created by rawd32 MON, JUN 22 2015 8:32\n", + "CURENT NPCC 48-MACHINE TESTBED, CONVERTED FROM PST BY BIN WANG\n", + "REVISED BY YIN LEI, 11/18/2013\n", + " 1,'MILLSTONE PT', 345.0000,1, 1, 1, 1,1.01517, 4.8434\n", + " 2,'MONTVILLE ', 345.0000,1, 1, 1, 1,1.01090, 4.0566\n", + " 3,'MONTVILLE ', 115.0000,1, 1, 1, 1,0.99170, 4.0069\n", + " 4,'MONTVILLE ', 345.0000,1, 1, 1, 1,1.01125, 4.1005\n", + " 5,'CARD ST ', 345.0000,1, 1, 1, 1,1.00618, 2.3527\n", + " 6,'SHERMAN RD ', 345.0000,1, 1, 1, 1,1.00594, 1.8603\n", + " 7,'MEDWAY ', 345.0000,1, 1, 1, 1,1.02071, 3.2654\n", + " 8,'MILLBURY ', 115.0000,1, 1, 1, 1,1.02151, 1.9975\n", + " 9,'CARPENTER HL', 115.0000,1, 1, 1, 1,1.01811, 1.0727\n", + " 10,'BRAYTON PT ', 115.0000,1, 1, 1, 1,1.03060, 8.0176\n", + " 11,'BRAYTON PT ', 115.0000,1, 1, 1, 1,1.01169, 6.7075\n", + " 12,'BRIDGEWATER ', 115.0000,1, 1, 1, 1,1.02371, 5.9431\n", + " 13,'PILGRIM ', 345.0000,1, 1, 1, 1,1.04565, 10.6737\n", + " 14,'CANAL ', 345.0000,1, 1, 1, 1,1.03950, 10.3866\n", + " 15,'WALPOLA ', 345.0000,1, 1, 1, 1,1.02697, 3.4395\n", + " 16,'VERMONT YNK ', 345.0000,1, 1, 1, 1,1.04108, 4.4713\n", + " 17,'SCOBIE ', 345.0000,1, 1, 1, 1,1.04016, 3.2759\n", + " 18,'SANDY POND ', 115.0000,1, 1, 1, 1,1.02570, 1.5065\n", + " 19,'POWNAL ', 345.0000,1, 1, 1, 1,1.04132, 6.4689\n", + " 20,'MAINE YANKEE', 345.0000,1, 1, 1, 1,1.04211, 9.1477\n", + " 21,'MILLSTONE PT', 24.0000,2, 1, 1, 1,1.04860, 11.8582\n", + " 22,'BRAYTON PT ', 18.0000,2, 1, 1, 1,1.05930, 12.6562\n", + " 23,'BRAYTON PT ', 20.0000,2, 1, 1, 1,1.01570, 11.7526\n", + " 24,'PILGRIM ', 22.8000,2, 1, 1, 1,1.07625, 15.7768\n", + " 25,'CANAL ', 20.0000,2, 1, 1, 1,1.06000, 18.3042\n", + " 26,'MAINE YANKEE', 20.0000,2, 1, 1, 1,1.04550, 15.7134\n", + " 27,'VERMONT YNK ', 22.0000,2, 1, 1, 1,1.04550, 11.0690\n", + " 28,'NORTHFIELD ', 13.8000,1, 1, 1, 1,1.02751, 3.2234\n", + " 29,'NORTHFIELD ', 345.0000,1, 1, 1, 1,1.02751, 3.2234\n", + " 30,'LUDLOW ', 345.0000,1, 1, 1, 1,1.01622, 0.7209\n", + " 31,'MANCHESTER ', 345.0000,1, 1, 1, 1,0.99761, 0.3966\n", + " 32,'SCOVILL ROCK', 345.0000,1, 1, 1, 1,1.00329, 1.8450\n", + " 33,'HADDAM NECK ', 345.0000,1, 1, 1, 1,1.00627, 2.5437\n", + " 34,'BLACK POND ', 345.0000,1, 1, 1, 1,0.99603, 0.4986\n", + " 35,'SOUTHINGTEN ', 345.0000,1, 1, 1, 1,0.99524, 0.0743\n", + " 36,'CONN YANKEE ', 345.0000,2, 1, 1, 1,1.04860, 9.9630\n", + " 37,'NEW SEATHED ', 345.0000,1, 2, 1, 1,1.04419, 4.6062\n", + " 38,'GILBOA ', 345.0000,1, 2, 1, 1,1.04210, 6.9752\n", + " 39,'LEEDS ', 345.0000,1, 2, 1, 1,1.04100, 3.2739\n", + " 40,'NEW SEATHED ', 230.0000,1, 2, 1, 1,1.03072, 0.5762\n", + " 41,'ROTTERDAM ', 115.0000,1, 2, 1, 1,1.02634, -3.3709\n", + " 42,'ALBANY ', 115.0000,2, 2, 1, 1,1.04000, -2.5665\n", + " 43,'EDIC ', 345.0000,1, 2, 1, 1,1.04908, 8.3430\n", + " 44,'PORTER ', 230.0000,1, 2, 1, 1,1.04792, 6.5696\n", + " 45,'PORTER ', 115.0000,1, 2, 1, 1,1.04349, 3.9472\n", + " 46,'COLTON ', 115.0000,1, 2, 1, 1,1.04781, 6.1850\n", + " 47,'MOSES W ', 230.0000,2, 2, 1, 1,1.03000, 11.6793\n", + " 48,'MOSES E ', 230.0000,2, 2, 1, 1,1.05000, 15.0127\n", + " 49,'PLATTSBURGH ', 115.0000,1, 2, 1, 1,0.96523, -1.1162\n", + " 50,'CLAY ', 345.0000,2, 2, 1, 1,1.05000, 13.2144\n", + " 51,'CLAY ', 115.0000,2, 2, 1, 1,1.04000, 8.5283\n", + " 52,'ROCHESTER ', 345.0000,1, 2, 1, 1,1.04193, 19.4130\n", + " 53,'ROCHESTER ', 115.0000,2, 2, 1, 1,1.03000, 18.0053\n", + " 54,'NIAGARA W ', 230.0000,2, 2, 1, 1,1.04080, 26.9321\n", + " 55,'NIAGARA E ', 230.0000,2, 2, 1, 1,1.04000, 26.2095\n", + " 56,'HUNTLEY ', 230.0000,2, 2, 1, 1,1.03000, 26.8995\n", + " 57,'HUNTLEY ', 115.0000,2, 2, 1, 1,1.03000, 25.7233\n", + " 58,'GARDENVILLE ', 230.0000,1, 2, 1, 1,1.01010, 24.5883\n", + " 59,'GARDENVILLE ', 115.0000,1, 2, 1, 1,0.99669, 22.1857\n", + " 60,'DUNKIRK ', 230.0000,2, 2, 1, 1,1.04000, 30.2181\n", + " 61,'DUNKIRK ', 115.0000,2, 2, 1, 1,1.04000, 26.7270\n", + " 62,'STOLLE RD ', 230.0000,1, 2, 1, 1,1.01628, 23.9633\n", + " 63,'MEYER ', 230.0000,1, 2, 1, 1,1.00548, 17.6467\n", + " 64,'MEYER ', 115.0000,1, 2, 1, 1,1.00715, 14.5476\n", + " 65,'GESONIDGE ', 115.0000,2, 2, 1, 1,1.04000, 15.7558\n", + " 66,'WATERCURE ', 345.0000,1, 2, 1, 1,1.01975, 20.8736\n", + " 67,'WRHL ', 230.0000,1, 2, 1, 1,1.00265, 16.6813\n", + " 68,'HILLSIDE ', 115.0000,2, 2, 1, 1,0.99000, 12.7432\n", + " 69,'BINGHAMTON ', 345.0000,1, 2, 1, 1,1.01948, 14.3356\n", + " 70,'BINGHAMTON ', 230.0000,1, 2, 1, 1,0.99894, 13.5662\n", + " 71,'BINGHAMTON ', 115.0000,2, 2, 1, 1,1.00000, 11.1142\n", + " 72,'LAPEER ', 115.0000,2, 2, 1, 1,1.05000, 10.1183\n", + " 73,'PLEASANT VLY', 345.0000,1, 3, 1, 1,1.03292, 1.6376\n", + " 74,'MILLWOOD ', 345.0000,1, 3, 1, 1,1.02708, 0.2979\n", + " 75,'RAMAPO ', 138.0000,1, 3, 1, 1,1.04944, 1.2631\n", + " 76,'RAMAPO ', 345.0000,1, 3, 1, 1,1.04639, 0.7974\n", + " 77,'BUCHANAN ', 345.0000,1, 3, 1, 1,1.03539, 0.5458\n", + " 78,'CE UG ', 345.0000,3, 3, 1, 1,1.02000, 0.0000\n", + " 79,'RAV A-3 ', 22.0000,2, 3, 1, 1,1.05000, 8.1715\n", + " 80,'NORTHPORT ', 138.0000,2, 3, 1, 1,1.02320, 0.6309\n", + " 81,'GOETHALS ', 345.0000,1, 3, 1, 1,1.02198, -3.2846\n", + " 82,'AK-3 ', 22.0000,2, 3, 1, 1,1.05000, 7.5680\n", + " 83,'KEITH ', 220.0000,1, 4, 1, 1,0.95576, 22.9842\n", + " 84,'KEITH JCT ', 118.1000,1, 4, 1, 1,0.96323, 23.4874\n", + " 85,'LAMBTON ', 220.0000,1, 4, 1, 1,0.99128, 36.4486\n", + " 86,'LAMBTON ', 24.0000,2, 4, 1, 1,1.00000, 41.7274\n", + " 87,'LAMBTON ', 220.0000,1, 4, 1, 1,1.01813, 33.6520\n", + " 88,'SCOTT ', 220.0000,1, 4, 1, 1,0.97335, 32.8563\n", + " 89,'SCOTT ', 220.0000,1, 4, 1, 1,0.95584, 30.2514\n", + " 90,'VIDA ', 220.0000,1, 4, 1, 1,0.95411, 30.1020\n", + " 91,'RICHVIEW ', 220.0000,2, 4, 1, 1,1.04000, 11.2134\n", + " 92,'HANMER ', 500.0000,2, 4, 1, 1,1.04000, 18.6819\n", + " 93,'ESSA ', 220.0000,1, 4, 1, 1,0.96211, 7.5454\n", + " 94,'ORANGEVILLE ', 220.0000,1, 4, 1, 1,0.95948, 7.7792\n", + " 95,'DES JOAC ', 220.0000,1, 4, 1, 1,0.97264, 14.6338\n", + " 96,'HOLDEN ', 13.8000,1, 4, 1, 1,1.02323, 15.2006\n", + " 97,'MARTINDELE ', 220.0000,2, 4, 1, 1,1.04000, 14.0482\n", + " 98,'STLA ', 220.0000,2, 4, 1, 1,1.04000, 31.9721\n", + " 99,'PVR ', 220.0000,1, 4, 1, 1,1.03842, 31.3229\n", + " 100,'PHAS ', 220.0000,1, 4, 1, 1,1.03248, 26.3181\n", + " 101,'SAB 2 ', 220.0000,2, 4, 1, 1,1.05000, 24.3484\n", + " 102,'BP 76 ', 220.0000,1, 4, 1, 1,1.04550, 25.5246\n", + " 103,'PA 27 ', 220.0000,1, 4, 1, 1,1.04629, 25.3162\n", + " 104,'BEACH ', 220.0000,1, 4, 1, 1,0.99699, 13.1740\n", + " 105,'BUCHANAN ', 220.0000,1, 4, 1, 1,0.97457, 24.1225\n", + " 106,'NEALE ', 220.0000,1, 4, 1, 1,0.99289, 14.5859\n", + " 107,'NEALE ', 220.0000,1, 4, 1, 1,1.00616, 15.9332\n", + " 108,'S CT ', 220.0000,1, 4, 1, 1,1.00033, 13.9155\n", + " 109,'SLT ', 220.0000,1, 4, 1, 1,1.00029, 13.8910\n", + " 110,'BURLINGTON ', 220.0000,1, 4, 1, 1,1.00281, 12.4399\n", + " 111,'DETWIERER ', 220.0000,1, 4, 1, 1,0.96194, 10.0383\n", + " 112,'CHATHAM ', 220.0000,1, 4, 1, 1,0.97541, 29.6056\n", + " 113,'LAUZON ', 118.1000,1, 4, 1, 1,0.95230, 22.4473\n", + " 114,'MARYSVILLE ', 220.0000,1, 5, 1, 1,0.95972, 30.6392\n", + " 115,'ST CLAIR ', 500.0000,2, 5, 1, 1,1.02000, 33.4478\n", + " 116,'WATERMAN ', 220.0000,1, 5, 1, 1,0.99338, 26.8500\n", + " 117,'PONTIAC ', 230.0000,1, 5, 1, 1,1.00506, 30.8651\n", + " 118,'WAYNE ', 115.0000,1, 5, 1, 1,0.99857, 31.7891\n", + " 119,'THETFORD ', 220.0000,2, 5, 1, 1,1.00000, 30.2408\n", + " 120,'ARGENTA ', 220.0000,2, 5, 1, 1,1.02000, 26.6696\n", + " 121,'SC415 ', 220.0000,2, 5, 1, 1,1.04000, 32.8926\n", + " 122,'WATERMAN ', 220.0000,2, 5, 1, 1,1.05000, 32.3212\n", + " 123,'MONROE ', 230.0000,2, 5, 1, 1,1.01000, 37.6123\n", + " 124,'BRANCHBURG ', 230.0000,1, 6, 1, 1,1.04471, 2.3841\n", + " 125,'LINDON ', 230.0000,1, 6, 1, 1,1.02196, -3.4160\n", + " 126,'HUDSON ', 230.0000,1, 6, 1, 1,1.02261, -5.3945\n", + " 127,'ALBURTIS ', 500.0000,1, 6, 1, 1,1.04853, 6.5520\n", + " 128,'WHITPAIN ', 500.0000,1, 6, 1, 1,1.03926, 2.7377\n", + " 129,'KEENEY ', 500.0000,1, 6, 1, 1,1.02303, 8.9401\n", + " 130,'PEACH BOTTOM', 500.0000,2, 6, 1, 1,1.02000, 12.1966\n", + " 131,'CONASTONE ', 500.0000,1, 6, 1, 1,1.02604, 13.4125\n", + " 132,'JUNIATA ', 500.0000,1, 6, 1, 1,1.03978, 19.5565\n", + " 133,'CONEMAUGH ', 500.0000,2, 6, 1, 1,1.02000, 34.3480\n", + " 134,'HOMER CITY ', 230.0000,2, 6, 1, 1,1.03000, 25.5764\n", + " 135,'KEYSTONE ', 500.0000,2, 6, 1, 1,1.02000, 35.0063\n", + " 136,'ERIE W ', 345.0000,1, 6, 1, 1,1.00058, 19.7176\n", + " 137,'ERIE S ', 230.0000,2, 6, 1, 1,1.04000, 20.3245\n", + " 138,'E TOMANO ', 230.0000,1, 6, 1, 1,0.97073, 13.5527\n", + " 139,'KYGER ', 345.0000,2, 6, 1, 1,1.01000, 29.3780\n", + " 140,'TE ', 230.0000,1, 6, 1, 1,1.04132, 30.2102\n", + " 0 /End of Bus data, Begin Load data\n", + " 3,'1 ',1, 1, 1, 9.000, 88.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 6,'1 ',1, 1, 1, 320.000, 153.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 7,'1 ',1, 1, 1, 329.000, 32.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 9,'1 ',1, 1, 1, 158.000, 30.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 11,'1 ',1, 1, 1, 680.000, 103.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 12,'1 ',1, 1, 1, 274.000, 115.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 14,'1 ',1, 1, 1, 248.000, 85.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 15,'1 ',1, 1, 1, 309.000, -92.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 16,'1 ',1, 1, 1, 224.000, 47.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 17,'1 ',1, 1, 1, 139.000, 17.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 18,'1 ',1, 1, 1, 281.000, 76.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 19,'1 ',1, 1, 1, 206.000, 28.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 20,'1 ',1, 1, 1, 284.000, 27.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 30,'1 ',1, 1, 1, 322.000, 2.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 31,'1 ',1, 1, 1, 500.000, 184.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 34,'1 ',1, 1, 1, 234.000, 84.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 35,'1 ',1, 1, 1, 522.000, 177.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 36,'1 ',1, 1, 1, 9.000, 5.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 41,'1 ',1, 2, 1, 700.000, 125.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 42,'1 ',1, 2, 1, 177.000, 17.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 45,'1 ',1, 2, 1, 256.000, 17.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 46,'1 ',1, 2, 1, 177.000, 25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 46,'2 ',1, 2, 1, -154.000, -67.500, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 47,'1 ',1, 2, 1, 528.000, 100.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 49,'1 ',1, 2, 1, 208.000, 17.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 51,'1 ',1, 2, 1, 731.000, 75.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 53,'1 ',1, 2, 1, 923.000, 250.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 54,'1 ',1, 2, 1, 20.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 55,'1 ',1, 2, 1, 939.000, 132.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 56,'1 ',1, 2, 1, 172.000, 44.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 57,'1 ',1, 2, 1, 240.000, -6.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 58,'1 ',1, 2, 1, 84.000, 38.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 59,'1 ',1, 2, 1, 705.000, 198.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 61,'1 ',1, 2, 1, 237.000, 8.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 64,'1 ',1, 2, 1, 143.000, 25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 65,'1 ',1, 2, 1, 91.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 68,'1 ',1, 2, 1, 211.000, 41.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 71,'1 ',1, 2, 1, 371.000, 53.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 74,'1 ',1, 3, 1, 102.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 78,'1 ',1, 3, 1, 2000.000, 600.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 80,'1 ',1, 3, 1, 700.000, 25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 83,'1 ',1, 4, 1, 80.000, 16.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 85,'1 ',1, 4, 1, 18.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 86,'1 ',1, 4, 1, 50.000, 25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 88,'1 ',1, 4, 1, 110.000, 55.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 89,'1 ',1, 4, 1, 100.000, 70.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 90,'1 ',1, 4, 1, 115.000, 45.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 91,'1 ',1, 4, 1, 1650.000, 500.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 92,'1 ',1, 4, 1, 10.000, 320.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 93,'1 ',1, 4, 1, 125.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 94,'1 ',1, 4, 1, 95.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 95,'1 ',1, 4, 1, 25.000, 100.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 95,'2 ',1, 4, 1, -125.000, -13.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 96,'1 ',1, 4, 1, 20.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 96,'2 ',1, 4, 1, -60.000, -25.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 97,'1 ',1, 4, 1, 910.000, 50.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 101,'1 ',1, 4, 1, 350.000, 130.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 104,'1 ',1, 4, 1, 200.000, 90.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 105,'1 ',1, 4, 1, 325.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 106,'1 ',1, 4, 1, 0.000, -12.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 107,'1 ',1, 4, 1, 0.000, -19.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 108,'1 ',1, 4, 1, 0.000, -13.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 109,'1 ',1, 4, 1, 0.000, -13.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 110,'1 ',1, 4, 1, 718.000, 125.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 111,'1 ',1, 4, 1, 399.000, 45.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 113,'1 ',1, 4, 1, 206.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 114,'1 ',1, 5, 1, 0.000, 90.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 115,'1 ',1, 5, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 116,'1 ',1, 5, 1, 200.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 117,'1 ',1, 5, 1, 400.000, 97.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 118,'1 ',1, 5, 1, 280.000, 86.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 119,'1 ',1, 5, 1, 750.000, 200.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 120,'1 ',1, 5, 1, 946.000, -40.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 123,'1 ',1, 5, 1, 63.000, 10.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 124,'1 ',1, 6, 1, 370.000, 71.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 124,'2 ',1, 6, 1, 0.000, -22.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 125,'1 ',1, 6, 1, 320.000, 5.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 126,'1 ',1, 6, 1, 450.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 127,'1 ',1, 6, 1, 200.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 127,'2 ',1, 6, 1, 0.000, -150.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 128,'1 ',1, 6, 1, 970.000, 60.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 128,'2 ',1, 6, 1, 0.000, -162.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 129,'1 ',1, 6, 1, 610.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 129,'2 ',1, 6, 1, 0.000, -50.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 130,'1 ',1, 6, 1, 180.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 131,'1 ',1, 6, 1, 1160.000, 468.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 131,'2 ',1, 6, 1, 0.000, -900.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 132,'1 ',1, 6, 1, 210.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 132,'2 ',1, 6, 1, 0.000, -337.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 135,'1 ',1, 6, 1, 170.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 136,'1 ',1, 6, 1, 270.000, 223.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 138,'1 ',1, 6, 1, 110.000, 64.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 0 /End of Load data, Begin Fixed shunt data\n", + " 0 /End of Fixed shunt data, Begin Generator data\n", + " 21,'1 ', 650.000, 215.117, 999.000, -999.000,1.04860, 0, 750.000, 0.00000E+0, 2.17500E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 22,'1 ', 632.000, 208.118, 999.000, -999.000,1.05930, 0, 700.000, 0.00000E+0, 2.06500E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 23,'1 ', 276.650, 10.788, 999.000, -999.000,1.01570, 0, 300.000, 0.00000E+0, 9.99000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 23,'2 ', 226.350, 8.827, 9999.000, -9999.000,1.01570, 0, 300.000, 0.00000E+0, 2.23500E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 24,'1 ', 700.000, 261.533, 999.000, -999.000,1.07625, 0, 800.000, 0.00000E+0, 2.32000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 25,'1 ', 560.000, 108.222, 999.000, -999.000,1.06000, 0, 650.000, 0.00000E+0, 2.09300E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 26,'1 ', 800.000, 27.488, 999.000, -999.000,1.04550, 0, 900.000, 0.00000E+0, 2.81700E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 27,'1 ', 540.000, 37.044, 999.000, -999.000,1.04550, 0, 600.000, 0.00000E+0, 1.80000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 36,'1 ', 554.000, 217.901, 999.000, -999.000,1.04860, 0, 650.000, 0.00000E+0, 2.99000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 42,'1 ', 370.000, 134.949, 999.000, -999.000,1.04000, 0, 400.000, 0.00000E+0, 1.78000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 47,'1 ', 400.000, -3.268, 999.000, -999.000,1.03000, 0, 450.000, 0.00000E+0, 3.51900E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 48,'1 ', 400.000, 107.452, 999.000, -999.000,1.05000, 0, 500.000, 0.00000E+0, 3.91000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 50,'1 ', 600.000, 41.180, 999.000, -999.000,1.05000, 0, 700.000, 0.00000E+0, 2.95000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 51,'1 ', 141.000, 20.685, 999.000, -999.000,1.04000, 0, 150.000, 0.00000E+0, 6.19500E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 53,'1 ', 833.000, 173.977, 999.000, -999.000,1.03000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 54,'1 ', 557.500, -0.649, 999.000, -999.000,1.04080, 0, 650.000, 0.00000E+0, 3.25000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 54,'2 ', 557.500, -0.649, 9999.000, -9999.000,1.04080, 0, 650.000, 0.00000E+0, 3.25000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 55,'1 ', 1095.000, 148.655, 999.000, -999.000,1.04000, 0, 1200.000, 0.00000E+0, 3.62400E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 56,'1 ', 410.000, 87.207, 999.000, -999.000,1.03000, 0, 500.000, 0.00000E+0, 2.57500E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 57,'1 ', 298.000, 3.534, 999.000, -999.000,1.03000, 0, 350.000, 0.00000E+0, 1.62400E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 60,'1 ', 410.000, 54.828, 999.000, -999.000,1.04000, 0, 450.000, 0.00000E+0, 2.35350E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 61,'1 ', 194.000, 13.180, 999.000, -999.000,1.04000, 0, 200.000, 0.00000E+0, 1.89400E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 65,'1 ', 91.000, 51.625, 999.000, -999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 68,'1 ', 66.000, -0.140, 999.000, -999.000,0.99000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 71,'1 ', 134.000, -373.660, 999.000, -999.000,1.00000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 72,'1 ', 150.000, 379.422, 999.000, -999.000,1.05000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 78,'1 ', 466.019, 74.010, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 79,'1 ', 1000.000, 257.345, 999.000, -999.000,1.05000, 0, 1150.000, 0.00000E+0, 3.22000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 80,'1 ', 720.000, -0.078, 999.000, -999.000,1.02320, 0, 800.000, 0.00000E+0, 2.00000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 82,'1 ', 460.000, 125.095, 999.000, -999.000,1.05000, 0, 500.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 86,'1 ', 1650.000, 251.799, 999.000, -999.000,1.00000, 0, 1900.000, 0.00000E+0, 1.90000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 91,'1 ', 930.000, 1082.086, 9999.000, -9999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 92,'1 ', 450.000, 324.468, 999.000, -999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 97,'1 ', 600.000, 96.902, 999.000, -999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 98,'1 ', 585.000, 33.013, 999.000, -999.000,1.04000, 0, 650.000, 0.00000E+0, 9.75000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 101,'1 ', 1200.000, 506.878, 999.000, -999.000,1.05000, 0, 1350.000, 0.00000E+0, 2.29500E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 115,'1 ', 550.000, 269.536, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 119,'1 ', 550.000, 145.624, 999.000, -999.000,1.00000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 120,'1 ', 700.000, 57.157, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 121,'1 ', 145.000, 157.850, 999.000, -999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 122,'1 ', 155.000, 127.774, 999.000, -999.000,1.05000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 123,'1 ', 655.000, 58.623, 999.000, -999.000,1.01000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 130,'1 ', 490.000, -467.860, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 133,'1 ', 1700.000, -141.013, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 134,'1 ', 880.000, 43.093, 999.000, -999.000,1.03000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 135,'1 ', 2330.000, -100.279, 999.000, -999.000,1.02000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 137,'1 ', 70.000, 174.600, 999.000, -999.000,1.04000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 139,'1 ', 115.000, 18.439, 999.000, -999.000,1.01000, 0, 100.000, 0.00000E+0, 2.00000E-2, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, -9999.000, 1,1.0000\n", + " 0 /End of Generator data, Begin Branch data\n", + " 1, 2,'1 ', 4.00000E-4, 4.30000E-3, 0.07000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 1, 4,'1 ', 4.00000E-4, 4.30000E-3, 0.07000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 2, 33,'1 ', 7.00000E-4, 8.20000E-3, 0.14000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 4, 5,'1 ', 9.00000E-4, 1.01000E-2, 0.17000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 5, 6,'1 ', 1.80000E-3, 2.17000E-2, 0.37000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 5, 31,'1 ', 8.00000E-4, 1.29000E-2, 0.14000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 6, 7,'1 ', 9.00000E-4, 9.40000E-3, 0.17000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 7, 8,'1 ', 7.00000E-4, 8.90000E-3, 0.13000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 7, 10,'1 ', 1.60000E-3, 1.95000E-2, 0.30000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 7, 12,'1 ', 8.00000E-4, 1.35000E-2, 0.25000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 7, 15,'1 ', 3.00000E-4, 5.90000E-3, 0.07000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 8, 9,'1 ', 7.00000E-4, 8.20000E-3, 0.13000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 8, 18,'1 ', 1.30000E-3, 1.73000E-2, 0.32000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 9, 30,'1 ', 1.10000E-3, 1.33000E-2, 0.21000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 12, 13,'1 ', 8.00000E-4, 1.40000E-2, 0.26000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 13, 14,'1 ', 6.00000E-4, 9.60000E-3, 0.18000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 14, 15,'1 ', 2.20000E-3, 3.50000E-2, 0.36000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 16, 17,'1 ', 3.20000E-3, 3.23000E-2, 0.53000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + 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7.18000E-1, 0.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 0 /End of Branch data, Begin Transformer data\n", + " 1, 21, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 0.00000E+0, 2.00000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 3, 2, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 1.60000E-3, 4.35000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 3, 4, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 1.60000E-3, 4.35000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 10, 11, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 7.00000E-4, 1.38000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 10, 22, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 7.00000E-4, 1.42000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 11, 23, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 9.00000E-4, 1.80000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 13, 24, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 0.00000E+0, 1.43000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 14, 25, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 5.00000E-4, 2.72000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 16, 27, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 6.00000E-4, 2.32000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 20, 26, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 8.00000E-4, 1.56000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 28, 29, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 0.00000E+0, 1.81000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 33, 36, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 0.00000E+0, 2.50000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 40, 41, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 0.00000E+0, 1.61000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 49, 48, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 1.56000E-2, 1.53600E-1, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 48, 100, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 1.00000E-3, 1.59500E-1, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 54, 52, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 2.00000E-3, 2.33000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 54, 55, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 0.00000E+0, 1.30000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 56, 57, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 0.00000E+0, 1.42000E-1, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 58, 59, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 0.00000E+0, 9.30000E-3, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 60, 61, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 0.00000E+0, 6.40000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 75, 76, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 1.00000E-4, 7.40000E-3, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 84, 83, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 5.20000E-3, 1.74000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 85, 86, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 0.00000E+0, 5.70000E-3, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 87, 85, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 2.00000E-4, 2.46000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 101, 102, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 7.00000E-4, 2.11000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 101, 103, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 6.00000E-4, 1.51000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 137, 136, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,'TWO-WINDINGS',1, 1,1.0000\n", + " 8.00000E-4, 2.39000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.10000, 0.90000, 1.10000, 0.90000, 33, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 0 /End of Transformer data, Begin Area interchange data\n", + " 1, 0, 0.000, 10.000,'NEPOOL '\n", + " 2, 0, 0.000, 10.000,'NYISO '\n", + " 3, 0, 0.000, 10.000,'NYISO2 '\n", + " 4, 0, 0.000, 10.000,'IESO '\n", + " 5, 0, 0.000, 10.000,'MISO '\n", + " 6, 0, 0.000, 10.000,'PJM '\n", + " 0 /End of Area interchange data, Begin Two-terminal dc line data\n", + " 0 /End of Two-terminal dc line data, Begin VSC dc line data\n", + " 0 /End of VSC dc line data, Begin Impedance correction table data\n", + " 0 /End of Impedance correction table data, Begin Multi-terminal dc line data\n", + " 0 /End of Multi-terminal dc line data, Begin Multi-section line data\n", + " 0 /End of Multi-section line data, Begin Zone data\n", + " 0 /End of Zone data, Begin Inter-area transfer data\n", + " 0 /End of Inter-area transfer data, Begin Owner data\n", + " 0 /End of Owner data, Begin FACTS device data\n", + " 0 /End of FACTS device data, Begin Switched shunt data\n", + " 0 /End of Switched shunt data, Begin GNE device data\n", + " 0 /End of GNE device data\n", + "Q\n" + ] + } + ], + "source": [ + "data = !cat npcc.raw \n", + "print('\\n'.join(data))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Dynamic Data (PSS/E DYR format)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " 21 'GENROU' 1 5.7000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.6400 0.0000 1.9050 1.8075 0.36000\n", + " 0.36000 0.23270 0.20270 0.0000 0.0000 /\n", + " 22 'GENROU' 1 5.6900 0.30000E-01 0.35000 0.50000E-01\n", + " 4.0857 0.0000 1.8340 1.8060 0.30520\n", + " 0.30520 0.220955 0.200955 0.0000 0.0000 /\n", + " 23 'GENROU' 1 5.6000 0.30000E-01 0.35000 0.50000E-01\n", + " 2.4467 0.0000 1.7400 1.6800 0.24450\n", + " 0.24450 0.100799 0.090799 0.0000 0.0000 /\n", + " 23 'GENROU' 2 5.2000 0.30000E-01 0.35000 0.50000E-01\n", + " 6.2000 0.0000 2.1150 2.0400 0.54600\n", + " 0.54600 0.225511 0.205511 0.0000 0.0000 /\n", + " 24 'GENROU' 1 7.3000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.3500 0.0000 2.0320 1.9280 0.38400\n", + " 0.38400 0.23780 0.20780 0.0000 0.0000 /\n", + " 25 'GENROU' 1 5.7000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.0615 0.0000 1.9175 1.8980 0.31200\n", + " 0.31200 0.20930 0.19930 0.0000 0.0000 /\n", + " 26 'GENROU' 1 4.7900 0.30000E-01 0.35000 0.50000E-01\n", + " 3.8000 0.0000 1.8900 1.8450 0.52200\n", + " 0.52200 0.28874 0.20874 0.0000 0.0000 /\n", + " 27 'GENROU' 1 6.7000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.0500 0.0000 1.7400 1.6800 0.33000\n", + " 0.33000 0.18450 0.10450 0.0000 0.0000 /\n", + " 36 'GENROU' 1 5.7000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.6615 0.0000 1.9175 1.8590 0.52650\n", + " 0.52650 0.319930 0.30993 0.0000 0.0000 /\n", + " 42 'GENROU' 1 5.0000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.7150 0.0000 1.2648 1.2108 0.23800\n", + " 0.23800 0.17800 0.10800 0.0000 0.0000 /\n", + " 47 'GENROU' 1 5.0000 0.30000E-01 0.35000 0.50000E-01\n", + " 3.3711 0.0000 1.3410 0.76950 0.49500\n", + " 0.49500 0.35190 0.30190 0.0000 0.0000 /\n", + " 48 'GENROU' 1 5.0000 0.30000E-01 0.35000 0.50000E-01\n", + " 3.0340 0.0000 1.4900 0.85500 0.55000\n", + " 0.55000 0.39100 0.30100 0.0000 0.0000 /\n", + " 50 'GENROU' 1 6.7000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.9200 0.0000 1.3750 1.3050 0.39000\n", + " 0.39000 0.29500 0.20500 0.0000 0.0000 /\n", + " 51 'GENROU' 1 5.5000 0.30000E-01 0.35000 0.50000E-01\n", + " 14.307 0.0000 0.46545 0.44115 0.93750E-01\n", + " 0.93750E-01 0.61950E-01 0.60950E-01 0.0000 0.0000 /\n", + " 53 'GENCLS' 1 37.000 37.000 /\n", + " 54 'GENROU' 1 7.0000 0.30000E-01 0.35000 0.50000E-01\n", + " 7.8831 0.0000 0.85930 0.58500 0.36790\n", + " 0.36790 0.32500 0.30500 0.0000 0.0000 /\n", + " 54 'GENROU' 2 7.0000 0.30000E-01 0.35000 0.50000E-01\n", + " 7.8831 0.0000 0.85930 0.58500 0.36790\n", + " 0.36790 0.32500 0.30500 0.0000 0.0000 /\n", + " 55 'GENROU' 1 7.0000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.9817 0.0000 1.2192 0.77160 0.43680\n", + " 0.43680 0.36240 0.30240 0.0000 0.0000 /\n", + " 56 'GENROU' 1 5.5000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.3880 0.0000 1.9235 1.8485 0.35750\n", + " 0.35750 0.25750 0.20750 0.0000 0.0000 /\n", + " 57 'GENROU' 1 5.6000 0.30000E-01 0.35000 0.50000E-01\n", + " 5.0600 0.0000 1.1805 1.1294 0.24465\n", + " 0.24465 0.16240 0.10240 0.0000 0.0000 /\n", + " 60 'GENROU' 1 5.5000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.8311 0.0000 1.7334 1.6673 0.32490\n", + " 0.32490 0.23535 0.20535 0.0000 0.0000 /\n", + " 61 'GENROU' 1 5.0000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.1600 0.0000 1.2768 1.2228 0.24960\n", + " 0.24960 0.18940 0.10940 0.0000 0.0000 /\n", + " 65 'GENCLS' 1 10.710 10.710 /\n", + " 68 'GENCLS' 1 3.7700 3.7700 /\n", + " 71 'GENCLS' 1 8.5000 8.5000 /\n", + " 72 'GENCLS' 1 11.770 11.770 /\n", + " 78 'GENCLS' 1 1000.0 1000.0 /\n", + " 79 'GENROU' 1 8.0000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.1739 0.0000 2.0010 1.9550 0.36800\n", + " 0.36800 0.32200 0.30200 0.0000 0.0000 /\n", + " 80 'GENROU' 1 4.0000 0.30000E-01 0.35000 0.50000E-01\n", + " 2.9750 0.0000 1.7040 1.5440 0.37600\n", + " 0.37600 0.20000 0.19000 0.0000 0.0000 /\n", + " 82 'GENROU' 1 5.9000 0.30000E-01 0.35000 0.50000E-01\n", + " 3.9200 0.0000 1.5450 1.5100 0.31000\n", + " 0.31000 0.25000 0.20000 0.0000 0.0000 /\n", + " 86 'GENROU' 1 6.0000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.1579 0.0000 1.9000 1.5060 0.38000\n", + " 0.38000 0.2109 0.20090 0.0000 0.0000 /\n", + " 98 'GENROU' 1 4.6000 0.30000E-01 0.35000 0.50000E-01\n", + " 11.077 0.0000 0.4550 0.32500 0.143\n", + " 0.143 0.0975 0.0775 0.0000 0.0000 /\n", + " 101 'GENROU' 1 5.5000 0.30000E-01 0.35000 0.50000E-01\n", + " 4.0740 0.0000 1.0125 0.648 0.351\n", + " 0.35100 0.2295 0.2095 0.0000 0.0000 /\n", + " 91 'GENCLS' 1 98.700 98.700 /\n", + " 92 'GENCLS' 1 27.000 27.000 /\n", + " 97 'GENCLS' 1 36.000 36.000 /\n", + " 115 'GENCLS' 1 46.000 46.000 /\n", + " 119 'GENCLS' 1 30.000 30.000 /\n", + " 120 'GENCLS' 1 1000.0 1000.0 /\n", + " 121 'GENCLS' 1 66.000 66.000 /\n", + " 122 'GENCLS' 1 190.00 190.00 /\n", + " 123 'GENCLS' 1 33.000 33.000 /\n", + " 130 'GENCLS' 1 24.000 24.000 /\n", + " 133 'GENCLS' 1 1000.0 1000.0 /\n", + " 134 'GENCLS' 1 44.000 44.000 /\n", + " 135 'GENCLS' 1 115.00 115.00 /\n", + " 137 'GENCLS' 1 3.5000 3.5000 /\n", + " 139 'GENCLS' 1 1000.0 1000.0 /\n", + "\n", + " 21 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 22 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 23 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 23 'TGOV1' 2 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 24 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 25 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 26 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 27 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 36 'TGOV1' 1 0.50000E-01 10.0000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 42 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 47 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 48 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 50 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 51 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 54 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 54 'TGOV1' 2 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 55 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 56 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 57 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 60 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 61 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 79 'TGOV1' 1 0.50000E-01 10.0000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 80 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 82 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 86 'TGOV1' 1 0.50000E-01 10.0000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 98 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 101 'TGOV1' 1 0.30000E-01 0.50000 1.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 119 'TGOV1' 1 0.50000E-01 10.0000 100.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + " 133 'TGOV1' 1 0.50000E-01 10.0000 100.0000 0.30000\n", + " 6.0000 6.0000 0.0000 /\n", + "\n", + " 21 'IEEEX1' 1 0.0000 50.000 0.60000E-01 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.20000E-01 0.50000\n", + " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.7300 /\n", + " 22 'IEEEX1' 1 0.0000 400.00 0.20000E-01 0.0000\n", + " 0.0000 7.3000 -7.3000 1.0000 0.79000\n", + " 0.30000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.4500 /\n", + " 23 'IEEEX1' 1 0.0000 50.000 0.60000E-01 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", + " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.7300 /\n", + " 23 'IEEEX1' 2 0.0000 50.000 0.60000E-01 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", + " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.7300 /\n", + " 24 'IEEEX1' 1 0.0000 50.000 0.20000E-01 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.40000E-01 0.47000\n", + " 0.60000E-01 1.2500 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.7300 /\n", + " 25 'IEEEX1' 1 0.0000 400.00 0.20000E-01 0.0000\n", + " 0.0000 6.5000 -6.5000 1.0000 0.73000\n", + " 0.30000E-01 1.0000 0.0000 2.0000 0.39000E-02\n", + " 3.0000 1.5550 /\n", + " 26 'IEEEX1' 1 0.0000 200.00 0.20000E-01 0.0000\n", + " 0.0000 4.2600 -4.2600 1.0000 1.4000\n", + " 0.30000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.4650 /\n", + " 27 'IEEEX1' 1 0.0000 50.000 0.20000E-01 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.50000E-01 0.53000\n", + " 0.33200E-01 1.2600 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.4650 /\n", + " 36 'IEEEX1' 1 0.0000 62.000 0.50000E-01 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.50000E-01 0.40500\n", + " 0.11400 0.50000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.7300 /\n", + " 42 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.62000E-01 0.50000\n", + " 0.65710 0.35000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 2.0250 /\n", + " 47 'IEEEX1' 1 0.0000 16.500 0.20000 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.37000E-01 0.27000\n", + " 0.60000E-01 1.0000 0.0000 2.0000 0.58000E-02\n", + " 3.0000 1.1500 /\n", + " 48 'IEEEX1' 1 0.0000 16.500 0.20000 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.37000E-01 0.27000\n", + " 0.60000E-01 1.0000 0.0000 2.0000 0.58000E-02\n", + " 3.0000 1.1500 /\n", + " 50 'IEEEX1' 1 0.0000 50.000 0.60000E-01 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.46000E-01 0.50000\n", + " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.5250 /\n", + " 51 'IEEEX1' 1 0.0000 23.100 0.20000 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.44000E-01 0.50000\n", + " 0.71430E-01 0.35000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.4500 /\n", + " 54 'IEEEX1' 1 0.0000 50.000 0.50000E-01 0.0000\n", + " 0.0000 5.0000 -5.0000 1.0000 0.40000\n", + " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.4500 /\n", + " 54 'IEEEX1' 2 0.0000 50.000 0.50000E-01 0.0000\n", + " 0.0000 5.0000 -5.0000 1.0000 0.40000\n", + " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.4500 /\n", + " 55 'IEEEX1' 1 0.0000 23.100 0.20000 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", + " 0.71430E-01 0.35000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.4500 /\n", + " 56 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", + " 0.65710E-01 0.35000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.6670 /\n", + " 57 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", + " 0.65710E-01 0.35000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 2.0600 /\n", + " 60 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", + " 0.65710 0.35000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.6670 /\n", + " 61 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.62000E-01 0.50000\n", + " 0.65710 0.35000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 2.0250 /\n", + " 79 'IEEEX1' 1 0.0000 50.000 0.60000E-01 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.40000E-01 0.50000\n", + " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.4500 /\n", + " 80 'IEEEX1' 1 0.0000 25.000 0.20000 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.50000E-01 0.50000\n", + " 0.65140 0.35000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.4500 /\n", + " 82 'IEEEX1' 1 0.0000 50.000 0.60000E-01 0.0000\n", + " 0.0000 1.0000 -1.0000 -0.40000E-01 0.50000\n", + " 0.80000E-01 1.0000 0.0000 2.0000 0.16000E-02\n", + " 3.0000 1.4500 /\n", + "\n", + "\n" + ] + } + ], + "source": [ + "data = !cat npcc.dyr\n", + "print('\\n'.join(data))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/examples/verification/andes-wecc-verification.ipynb b/examples/verification/andes-wecc-verification.ipynb index ef8098007..530035051 100644 --- a/examples/verification/andes-wecc-verification.ipynb +++ b/examples/verification/andes-wecc-verification.ipynb @@ -1,1745 +1,1743 @@ { - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# CURENT WECC Verification\n", - "\n", - "Prepared by [Hantao Cui](https://cui.eecps.com). Last revised 23 May 2020. \n", - "\n", - "## Background \n", - "\n", - "The [CURENT](https://curent.utk.edu) WECC system contains 179 buses and 263 branches. Two line trip scenarios are created to verify ANDES simulation results with DSATools TSAT and Siemens PTI PSS/E.\n", - "\n", - "Dynamic data is based on the CURENT WECC 179-Bus test system, which uses models GENROU, TGOV1, IEEEG1, EXST2, EXDC2, ESST3A, IEEEST, ST2CUT and ESDC2A, the saturation of which could be implemented differently across software. \n", - "\n", - "### Simulation Parameters\n", - "\n", - "Integretion method: Trapezidal Rule (ANDES and TSAT), the default second order Adams-Bashforth method (AB-2) (PSS/E)\n", - "\n", - "Time step size: `1/120` sec. (Note: step size between `1/30` to `1/120` has little impact on the ANDES results. One can use `tstep=1/30` to obtain almost the same results.)\n", - "\n", - "Load conversion: static loads are converted to 100% constant impedances for both P and Q. \n", - "\n", - "TSAT automatic parameter correction is disabled.\n", - "\n", - "### Initialization\n", - "\n", - "Power flow solutions are identical across all the three software.\n", - "\n", - "GENROU initialization ($E_{FD}$, $E_{TERM}$, $P$, $Q$, $\\delta$, $I_d$ and $I_q$) is identical to that from **PSS/E** for all cases (with and without generator saturation). Note that $I_d$ and $I_q$ are in machine base in PSS/E but in system base in ANDES. \n", - "\n", - "GENROU initialization (including all the internal variables $E'_d$, $E'_q$, $\\psi_{kd}$, $\\psi_{kq}$, $\\psi''_d$, and $\\psi''_q$) is identical to that from [**OpenIPSL**](https://github.com/openipsl/openipsl).\n", - "\n", - "No controller limit violation occurs during initialization.\n", - "\n", - "### Conclusion\n", - "\n", - "The finding is that, **for particular disturbances in large systems, neither two of ANDES, TSAT and PSS/E could match**. Implementation details in commercial software are lacking. Thus, it could be futile to insist on obtaining the same results for large systems, especially with several complex models.\n", - "\n", - "Nevertheless, [Scenario 2](#Scenario-2:-Line-4-16-trips-and-reconnects-after-0.1-sec.) shows that ANDES results are trustworthy. **In fact, ANDES is open-source with all the implemented equations clearly documented, which makes the results highly credible for research and education purposes.**" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import andes\n", - "import numpy as np\n", - "from andes.utils.tsat import tsat_to_df, psse_to_df, plot_comparison, run_cmp\n", - "\n", - "andes.config_logger(stream_level=30)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Scenario 1: Line 38-39 trips and reconnects after 0.1 sec.\n", - "\n", - "Line 38-39 is a transformer branch that connects generator #11 on Bus 39 to Bus 38. It is the only link to Bus 39." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - ": Line.Line_221 status changed to 0.0 at t=1.0 sec.\n", - ": Line.Line_221 status changed to 1.0 at t=1.1 sec.\n", - "100%|████████████████████████████████| 100/100 [00:16<00:00, 5.89%/s]\n" - ] - } - ], - "source": [ - "ss = run_cmp('wecc.raw', dyr='wecc.dyr', fault_line='Line_221',\n", - " t1=1.0, t2=1.1, tstep=1/120)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "idx Line_221\n", - "u 1\n", - "name Line_221\n", - "bus1 38\n", - "bus2 39\n", - "Sn 100\n", - "fn 60\n", - "Vn1 230\n", - "Vn2 18\n", - "r 0.0005\n", - "x 0.0238\n", - "b 0\n", - "g 0\n", - "b1 0\n", - "g1 0\n", - "b2 0\n", - "g2 0\n", - "trans 1\n", - "tap 1\n", - "phi 0\n", - "owner None\n", - "xcoord None\n", - "ycoord None\n", - "Name: 220, dtype: object" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Line_221 information\n", - "ss.Line.cache.df_in.iloc[220]" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# Load TSAT and PSSE Outputs\n", - "omega2 = tsat_to_df('omega2.xls')\n", - "v2 = tsat_to_df('v2.xls')\n", - "\n", - "omega2_psse = psse_to_df('omega2_psse.xlsx')\n", - "v2_psse = psse_to_df('v2_psse.xlsx')\n", - "omega2_psse.iloc[:, 1:] += 1\n", - "omega2_psse.iloc[:, 1:] *= 60\n", - "\n", - "# prepare variable headers for TSAT and PSSE\n", - "def header_replace(fname, idx, offset, old_str, new_str):\n", - " \"\"\"\n", - " Utility function for replacing strings in variable header\n", - " \"\"\"\n", - " old_headers = [fname[i + offset] for i in idx]\n", - " return [i.replace(old_str, new_str) for i in old_headers]\n", - "\n", - "fname = ss.TDS.plt._fname\n", - "tsat_omega_headers = header_replace(fname, ss.GENROU.omega.a, 1, \"GENROU\", \"TSAT\")\n", - "tsat_v_headers = header_replace(fname, ss.GENROU.v.a, 1 + ss.dae.n, \"Bus\", \"TSAT\")\n", - "\n", - "psse_omega_headers = header_replace(fname, ss.GENROU.omega.a, 1, \"GENROU\", \"PSSE\")\n", - "psse_v_headers = header_replace(fname, ss.GENROU.v.a, 1 + ss.dae.n, \"Bus\", \"PSSE\")" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plot_comparison(ss, ss.GENROU.omega, omega2,\n", - " a=(10,), a_tsat=[10], a_psse=[10],\n", - " ylabel=\"Generator Speed [Hz]\",\n", - " tsat_header=tsat_omega_headers,\n", - " psse_data = omega2_psse,\n", - " psse_header = psse_omega_headers,\n", - " scale=60, right=10,\n", - " legend=True,\n", - " show=False,\n", - " )" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plot_comparison(ss, ss.GENROU.v, v2,\n", - " a=(10,), a_tsat=[10], a_psse=[10],\n", - " ylabel=\"Terminal Voltage [p.u.]\",\n", - " tsat_header=tsat_v_headers,\n", - " psse_data = v2_psse,\n", - " psse_header = psse_v_headers,\n", - " scale=1, right=10,\n", - " legend=True,\n", - " show=False\n", - " )" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Scenario 2: Line 4-16 trips and reconnects after 0.1 sec.\n", - "\n", - "Line 4-16 is in the eastern zone that connects two generator buses (CRAIG and SAN JUAN)." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - ": Line.Line_2 status changed to 0.0 at t=1.0 sec. \n", - ": Line.Line_2 status changed to 1.0 at t=1.1 sec. \n", - "100%|████████████████████████████████| 100/100 [00:18<00:00, 5.45%/s]\n" - ] - } - ], - "source": [ - "ss2 = run_cmp('wecc.raw', dyr='wecc.dyr', fault_line='Line_2',\n", - " t1=1.0, t2=1.1, tstep=1/120)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "idx Line_2\n", - "u 1\n", - "name Line_2\n", - "bus1 4\n", - "bus2 16\n", - "Sn 100\n", - "fn 60\n", - "Vn1 345\n", - "Vn2 345\n", - "r 0.00977\n", - "x 0.11\n", - "b 2\n", - "g 0\n", - "b1 0\n", - "g1 0\n", - "b2 0\n", - "g2 0\n", - "trans 0\n", - "tap 1\n", - "phi 0\n", - "owner None\n", - "xcoord None\n", - "ycoord None\n", - "Name: 1, dtype: object" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Line 2 information\n", - "ss2.Line.cache.df_in.iloc[1]" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# load data\n", - "omega = tsat_to_df('omega.xls')\n", - "v = tsat_to_df('v.xls')\n", - "\n", - "omega_psse = psse_to_df('omega_psse.xlsx')\n", - "v_psse = psse_to_df('v_psse.xlsx')\n", - "omega_psse.iloc[:, 1:] += 1\n", - "omega_psse.iloc[:, 1:] *= 60\n", - "\n", - "fig, ax = plot_comparison(ss2, ss2.GENROU.omega, omega,\n", - " a=(1,), a_tsat=[1], a_psse=[1],\n", - " ylabel=\"Generator Speed [Hz]\",\n", - " title=\"WECC Scenario 2 (Line 4-16 Trip)\",\n", - " tsat_header=tsat_omega_headers,\n", - " psse_data = omega_psse,\n", - " psse_header = psse_omega_headers,\n", - " scale=60, right=10,\n", - " legend=True,\n", - " show=False\n", - " )" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plot_comparison(ss2, ss2.GENROU.v, v,\n", - " a=(1,), a_tsat=[1], a_psse=[1],\n", - " ylabel=\"Terminal Voltage [p.u.]\",\n", - " title=\"WECC Scenario 2 (Line 4-16 Trip)\",\n", - " tsat_header=tsat_v_headers,\n", - " psse_data = v_psse,\n", - " psse_header = psse_v_headers,\n", - " scale=1, right=10,\n", - " legend=True,\n", - " show=False\n", - " )" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Appendix: CURENT WECC 179-Bus System Data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Power Flow Data (PSS/E RAW format)" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "0, 100.00, 32, 0, 1, 60.00 / PSS(R)E 32 RAW created by rawd32 THU, MAY 21 2020 10:24\n", - "WESTERN ELECTRICITY COORDINATING COUNCIL 179-BUS SYSTEM (MOD\n", - "DISTRIBUTED WITH ANDES (HTTPS://GITHUB.COM/CUIHANTAO/ANDES)\n", - " 1,'CORONADO ', 500.0000,1, 1, 1, 1,0.97947, -26.1745\n", - " 2,'CHOLLA ', 345.0000,1, 1, 1, 1,0.97744, -16.9603\n", - " 3,'CORONADO ', 20.0000,2, 1, 1, 1,1.04000, -19.6589\n", - " 4,'CRAIG ', 345.0000,1, 1, 1, 1,0.97518, 16.2755\n", - " 5,'CRAIG ', 22.0000,2, 1, 1, 1,0.95000, 23.5536\n", - " 6,'FOURCORN ', 500.0000,1, 1, 1, 1,1.06814, -7.9038\n", - " 7,'FOURCORN ', 345.0000,1, 1, 1, 1,1.00914, -4.6874\n", - " 8,'FCNGN4CC ', 22.0000,2, 1, 1, 1,1.00000, 2.2301\n", - " 9,'FOURCORN ', 230.0000,1, 1, 1, 1,1.00726, -5.2308\n", - " 10,'HAYDEN ', 20.0000,2, 1, 1, 1,1.00000, 33.7299\n", - " 11,'NAVAJO ', 500.0000,1, 2, 1, 1,1.07205, -23.9351\n", - " 12,'NAVAJO 2 ', 26.0000,2, 2, 1, 1,1.00000, -17.8112\n", - " 13,'MOENKOPI ', 500.0000,1, 2, 1, 1,1.06735, -24.8548\n", - " 14,'PALOVRD2 ', 24.0000,2, 2, 1, 1,0.96000, -21.7139\n", - " 15,'PALOVRDE ', 500.0000,1, 2, 1, 1,1.04856, -29.6406\n", - " 16,'SAN JUAN ', 345.0000,1, 1, 1, 1,1.03559, -3.8744\n", - " 17,'SJUAN G4 ', 22.0000,2, 1, 1, 1,1.00000, -0.8871\n", - " 18,'WESTWING ', 500.0000,1, 2, 1, 1,1.05593, -29.5910\n", - " 19,'NAVAJO1 ', 500.0000,1, 2, 1, 1,1.07025, -22.8500\n", - " 20,'NAVAJO2 ', 500.0000,1, 2, 1, 1,1.06042, -25.9522\n", - " 21,'NAVAJO3 ', 500.0000,1, 2, 1, 1,1.04693, -22.1208\n", - " 22,'NAVAJO4 ', 500.0000,1, 2, 1, 1,1.02564, -31.4586\n", - " 23,'MOENKOP1 ', 500.0000,1, 2, 1, 1,1.05571, -23.3906\n", - " 24,'MOENKOP2 ', 500.0000,1, 2, 1, 1,1.04116, -31.0832\n", - " 25,'MOENKOP3 ', 500.0000,1, 2, 1, 1,1.05132, -15.5499\n", - " 26,'MOENKOP4 ', 500.0000,1, 2, 1, 1,1.04671, -42.3967\n", - " 27,'FOURCOR1 ', 500.0000,1, 1, 1, 1,1.06585, -5.7792\n", - " 28,'FOURCOR2 ', 500.0000,1, 1, 1, 1,1.06933, -27.9822\n", - " 29,'CANAD G1 ', 20.0000,2, 1, 1, 1,1.00000, 24.7380\n", - " 30,'CANADA ', 500.0000,1, 1, 1, 1,1.03634, 20.9474\n", - " 31,'CANALB ', 500.0000,1, 1, 1, 1,1.07861, 49.2370\n", - " 32,'CA230TO ', 230.0000,1, 1, 1, 1,0.97855, 53.8260\n", - " 33,'CA230 ', 230.0000,1, 1, 1, 1,1.00114, 62.8749\n", - " 34,'CMAIN GM ', 20.0000,2, 1, 1, 1,1.02000, 67.7961\n", - " 35,'BRIDGER2 ', 22.0000,2, 1, 1, 1,1.00900, 2.4615\n", - " 36,'ADELANTO ', 500.0000,1, 2, 1, 1,1.06032, -42.1554\n", - " 37,'ADELAN&1 ', 500.0000,1, 2, 1, 1,1.08090, -46.2256\n", - " 38,'CASTAIC ', 230.0000,1, 2, 1, 1,1.03195, -47.2901\n", - " 39,'CASTAI4G ', 18.0000,2, 2, 1, 1,1.02000, -45.9803\n", - " 40,'GLENDAL ', 230.0000,1, 2, 1, 1,1.02337, -50.9223\n", - " 41,'HAYNES ', 230.0000,1, 2, 1, 1,1.03129, -50.6520\n", - " 42,'HAYNES3G ', 18.0000,2, 2, 1, 1,1.00000, -47.3488\n", - " 43,'INTERMT ', 345.0000,1, 1, 1, 1,1.05257, -4.3661\n", - " 44,'INTERM1G ', 26.0000,2, 1, 1, 1,1.05000, 0.2811\n", - " 45,'OLIVE ', 230.0000,1, 2, 1, 1,1.03475, -47.6289\n", - " 46,'OWENS G ', 11.5000,2, 2, 1, 1,1.02000, -47.2682\n", - " 47,'RINALDI ', 230.0000,1, 2, 1, 1,1.03402, -47.8387\n", - " 48,'RINALDI ', 500.0000,1, 2, 1, 1,1.07212, -45.4811\n", - " 49,'RIVER ', 230.0000,1, 2, 1, 1,1.02362, -51.8438\n", - " 50,'STA B ', 138.0000,1, 2, 1, 1,1.03256, -51.9003\n", - " 51,'STA B1 ', 287.0000,1, 2, 1, 1,1.03663, -50.7167\n", - " 52,'STA B2 ', 287.0000,1, 2, 1, 1,1.03663, -50.7167\n", - " 53,'STA BLD ', 230.0000,1, 2, 1, 1,1.02728, -52.1086\n", - " 54,'STA E ', 230.0000,1, 2, 1, 1,1.02516, -50.0567\n", - " 55,'STA E ', 500.0000,1, 2, 1, 1,1.04304, -47.6632\n", - " 56,'STA F ', 230.0000,1, 2, 1, 1,1.02484, -51.8789\n", - " 57,'STA G ', 230.0000,1, 2, 1, 1,1.02394, -51.1740\n", - " 58,'STA J ', 230.0000,1, 2, 1, 1,1.03112, -48.9133\n", - " 59,'SYLMARLA ', 230.0000,1, 2, 1, 1,1.03832, -47.1488\n", - " 60,'SYLMAR S ', 230.0000,1, 2, 1, 1,1.02073, -48.2552\n", - " 61,'VALLEY ', 230.0000,1, 2, 1, 1,1.02930, -49.0304\n", - " 62,'VICTORVL ', 287.0000,1, 2, 1, 1,1.05209, -44.4925\n", - " 63,'VICTORVL ', 500.0000,1, 2, 1, 1,1.05866, -42.4751\n", - " 64,'MONTA G1 ', 20.0000,2, 1, 1, 1,1.00000, 56.5947\n", - " 65,'MONTANA ', 500.0000,1, 1, 1, 1,1.04928, 48.2022\n", - " 66,'BIG EDDY ', 115.0000,1, 1, 1, 1,1.06863, -16.9326\n", - " 67,'BIG EDDY ', 230.0000,1, 1, 1, 1,1.06592, -14.5699\n", - " 68,'BIG EDDY ', 500.0000,1, 1, 1, 1,1.08919, -13.3098\n", - " 69,'DALLES21 ', 13.8000,2, 1, 1, 1,1.05500, -7.9400\n", - " 70,'CELILO ', 230.0000,1, 1, 1, 1,1.06159, -15.0760\n", - " 71,'CELILOCA ', 500.0000,1, 1, 1, 1,1.08964, -13.4178\n", - " 72,'COLSTRP ', 500.0000,1, 1, 1, 1,1.07839, -1.3595\n", - " 73,'COULEE ', 500.0000,1, 1, 1, 1,1.07000, 0.1645\n", - " 74,'GARRISON ', 500.0000,1, 1, 1, 1,1.03705, -12.1586\n", - " 75,'JOHN DAY ', 500.0000,1, 1, 1, 1,1.08283, -11.1230\n", - " 76,'JOHN DAY ', 13.8000,3, 1, 1, 1,1.00000, 0.0000\n", - " 77,'HANFORD ', 500.0000,1, 1, 1, 1,1.04947, 0.2258\n", - " 78,'NORTH G3 ', 20.0000,2, 1, 1, 1,1.00000, 26.5872\n", - " 79,'NORTH ', 500.0000,1, 1, 1, 1,1.04993, 12.1085\n", - " 80,'BURNS ', 500.0000,1, 1, 1, 1,1.05295, -19.5513\n", - " 81,'GRIZZLY ', 500.0000,1, 1, 1, 1,1.06740, -17.1477\n", - " 82,'MALIN ', 500.0000,1, 1, 1, 1,1.05433, -23.3455\n", - " 83,'MIDPOINT ', 500.0000,1, 1, 1, 1,1.06195, -5.1981\n", - " 84,'MIDPOINT ', 345.0000,1, 1, 1, 1,0.99845, -1.5707\n", - " 85,'SUMMER L ', 500.0000,1, 1, 1, 1,1.05818, -18.2347\n", - " 86,'GRIZZLY1 ', 500.0000,1, 1, 1, 1,1.06533, -18.7474\n", - " 87,'GRIZZLY2 ', 500.0000,1, 1, 1, 1,1.07143, -16.0156\n", - " 88,'MALIN1 ', 500.0000,1, 1, 1, 1,1.05062, -14.1380\n", - " 89,'MALIN2 ', 500.0000,1, 1, 1, 1,1.06088, -19.8058\n", - " 90,'GRIZZLY3 ', 500.0000,1, 1, 1, 1,1.07997, -21.7956\n", - " 91,'GRIZZLY4 ', 500.0000,1, 1, 1, 1,1.06943, -17.2249\n", - " 92,'GRIZZLY5 ', 500.0000,1, 1, 1, 1,1.06860, -22.4488\n", - " 93,'GRIZZLY6 ', 500.0000,1, 1, 1, 1,1.07170, -17.8609\n", - " 94,'GRIZZLY7 ', 500.0000,1, 1, 1, 1,1.07926, -22.0559\n", - " 95,'GRIZZLY8 ', 500.0000,1, 1, 1, 1,1.06917, -17.2247\n", - " 96,'GRIZZLY9 ', 500.0000,1, 1, 1, 1,1.06761, -22.7454\n", - " 97,'GRIZZLYA ', 500.0000,1, 1, 1, 1,1.07104, -17.8942\n", - " 98,'BURNS1 ', 500.0000,1, 1, 1, 1,0.97284, 8.0442\n", - " 99,'CORTINA ', 200.0000,1, 3, 1, 1,1.13097, -34.9741\n", - " 100,'COTWDPGE ', 200.0000,1, 3, 1, 1,1.13613, -30.4883\n", - " 101,'DIABLO ', 500.0000,1, 2, 1, 1,1.05298, -46.1260\n", - " 102,'DIABLO1 ', 25.0000,2, 2, 1, 1,0.98000, -42.3238\n", - " 103,'GATES ', 500.0000,1, 2, 1, 1,1.04707, -47.6820\n", - " 104,'GLENN ', 200.0000,1, 3, 1, 1,1.14090, -34.1986\n", - " 105,'LOGAN CR ', 200.0000,1, 3, 1, 1,1.14016, -34.5836\n", - " 106,'LOSBANOS ', 500.0000,1, 2, 1, 1,1.04927, -49.5273\n", - " 107,'MIDWAY ', 500.0000,1, 2, 1, 1,1.05934, -48.6051\n", - " 108,'MIDWAY ', 200.0000,1, 2, 1, 1,1.16705, -51.4430\n", - " 109,'MOSSLAND ', 500.0000,1, 2, 1, 1,1.04639, -49.7921\n", - " 110,'OLINDA ', 500.0000,1, 3, 1, 1,1.03727, -31.0686\n", - " 111,'ROUND MT ', 20.0000,2, 3, 1, 1,1.02000, -15.0791\n", - " 112,'ROUND MT ', 200.0000,1, 3, 1, 1,1.12385, -25.1402\n", - " 113,'ROUND MT ', 500.0000,1, 3, 1, 1,1.03454, -27.9316\n", - " 114,'TABLE MT ', 500.0000,1, 3, 1, 1,1.01342, -32.0699\n", - " 115,'TEVATR ', 20.0000,2, 3, 1, 1,1.05000, -35.6850\n", - " 116,'TEVATR ', 200.0000,1, 3, 1, 1,1.12744, -39.6332\n", - " 117,'TEVATR2 ', 20.0000,2, 3, 1, 1,1.00000, -30.7816\n", - " 118,'TEVATR ', 500.0000,1, 3, 1, 1,0.99816, -38.9938\n", - " 119,'OLINDA1 ', 500.0000,1, 3, 1, 1,1.05026, -24.0934\n", - " 120,'OLINDA2 ', 500.0000,1, 3, 1, 1,1.01142, -38.0294\n", - " 121,'OLINDA3 ', 500.0000,1, 3, 1, 1,1.02786, -30.7891\n", - " 122,'OLINDA4 ', 500.0000,1, 3, 1, 1,0.98098, -46.5990\n", - " 123,'ROUND1 ', 500.0000,1, 3, 1, 1,1.04054, -22.0273\n", - " 124,'ROUND2 ', 500.0000,1, 3, 1, 1,1.01079, -36.1445\n", - " 125,'ROUND3 ', 500.0000,1, 3, 1, 1,1.04054, -22.0273\n", - " 126,'ROUND4 ', 500.0000,1, 3, 1, 1,1.01079, -36.1445\n", - " 127,'TABLE1 ', 500.0000,1, 3, 1, 1,1.01257, -25.8067\n", - " 128,'TABLE2 ', 500.0000,1, 3, 1, 1,0.99882, -45.3405\n", - " 129,'TABLE3 ', 500.0000,1, 3, 1, 1,1.01755, -27.3173\n", - " 130,'TABLE4 ', 500.0000,1, 3, 1, 1,0.99876, -41.4218\n", - " 131,'TEVATR1 ', 500.0000,1, 2, 1, 1,0.97999, -36.9419\n", - " 132,'TEVATR2 ', 500.0000,1, 2, 1, 1,1.07047, -51.7010\n", - " 133,'TEVATR3 ', 500.0000,1, 2, 1, 1,0.97141, -35.0590\n", - " 134,'GATES1 ', 500.0000,1, 2, 1, 1,1.06807, -49.9922\n", - " 135,'DEVERS ', 500.0000,1, 2, 1, 1,1.03539, -43.5212\n", - " 136,'EAGLROCK ', 230.0000,1, 2, 1, 1,1.01010, -52.7598\n", - " 137,'ELDORADO ', 20.0000,2, 2, 1, 1,1.02000, -25.9732\n", - " 138,'ELDORADO ', 500.0000,1, 2, 1, 1,1.05122, -33.0947\n", - " 139,'LITEHIPE ', 20.0000,2, 2, 1, 1,1.02000, -49.6246\n", - " 140,'LITEHIPE ', 230.0000,1, 2, 1, 1,1.01186, -55.7741\n", - " 141,'LUGO ', 500.0000,1, 2, 1, 1,1.05498, -46.0893\n", - " 142,'MESA CAL ', 230.0000,1, 2, 1, 1,1.00705, -55.0594\n", - " 143,'MIRALOMA ', 20.0000,2, 2, 1, 1,1.05000, -45.4414\n", - " 144,'MIRALOMA ', 500.0000,1, 2, 1, 1,1.04087, -49.6789\n", - " 145,'MIRALOMA ', 230.0000,1, 2, 1, 1,1.03821, -50.1247\n", - " 146,'MOHAVE ', 500.0000,1, 2, 1, 1,1.06999, -29.3603\n", - " 147,'MOHAV1CC ', 22.0000,2, 2, 1, 1,1.05000, -21.0397\n", - " 148,'PARDEE ', 20.0000,2, 2, 1, 1,1.01000, -39.5994\n", - " 149,'PARDEE ', 230.0000,1, 2, 1, 1,1.00600, -51.6818\n", - " 150,'SERRANO ', 500.0000,1, 2, 1, 1,1.04129, -50.0775\n", - " 151,'VALLEY ', 500.0000,1, 2, 1, 1,1.03694, -47.7607\n", - " 152,'VINCENT ', 500.0000,1, 2, 1, 1,1.06119, -48.9450\n", - " 153,'VINCENT ', 230.0000,1, 2, 1, 1,0.99489, -51.6324\n", - " 154,'CAMP WIL ', 345.0000,1, 1, 1, 1,1.04289, -2.4160\n", - " 155,'BENLOMND ', 345.0000,1, 1, 1, 1,1.04464, -3.3929\n", - " 156,'BENLOMND ', 230.0000,1, 1, 1, 1,1.04624, -3.9585\n", - " 157,'EMERY ', 345.0000,1, 1, 1, 1,1.03705, 4.8898\n", - " 158,'EMERY ', 20.0000,2, 1, 1, 1,1.05000, 9.6052\n", - " 159,'MONA ', 345.0000,1, 1, 1, 1,1.05596, -2.0072\n", - " 160,'NAUGHTON ', 230.0000,1, 1, 1, 1,1.04453, 0.6143\n", - " 161,'NAUGHT ', 20.0000,2, 1, 1, 1,1.00000, 3.4140\n", - " 162,'PINTO PS ', 345.0000,1, 1, 1, 1,1.03679, -2.4413\n", - " 163,'PINTO ', 345.0000,1, 1, 1, 1,1.04044, -1.4027\n", - " 164,'SPAN FRK ', 345.0000,1, 1, 1, 1,1.03514, -1.0920\n", - " 165,'SIGURD ', 345.0000,1, 1, 1, 1,1.05190, -0.5455\n", - " 166,'TERMINAL ', 345.0000,1, 1, 1, 1,1.03911, -3.4207\n", - " 167,'MALIN3 ', 500.0000,1, 3, 1, 1,1.06106, -19.7689\n", - " 168,'MALIN4 ', 500.0000,1, 3, 1, 1,1.02557, -31.6678\n", - " 169,'MALIN5 ', 500.0000,1, 3, 1, 1,1.06179, -19.0138\n", - " 170,'MALIN6 ', 500.0000,1, 3, 1, 1,1.02702, -31.6971\n", - " 171,'MALIN7 ', 500.0000,1, 3, 1, 1,1.05696, -17.4396\n", - " 172,'MALIN8 ', 500.0000,1, 3, 1, 1,1.03194, -37.1499\n", - " 173,'MIDWAY1 ', 500.0000,1, 2, 1, 1,1.04651, -48.2385\n", - " 174,'MIDWAY2 ', 500.0000,1, 2, 1, 1,1.05458, -49.3078\n", - " 175,'MIDWAY3 ', 500.0000,1, 2, 1, 1,1.04625, -48.2334\n", - " 176,'MIDWAY4 ', 500.0000,1, 2, 1, 1,1.05470, -49.3092\n", - " 177,'MIDWAY5 ', 500.0000,1, 2, 1, 1,1.04598, -48.2211\n", - " 178,'MIDWAY6 ', 500.0000,1, 2, 1, 1,1.05705, -49.2854\n", - " 179,'BURNS2 ', 500.0000,1, 1, 1, 1,0.98437, -6.6858\n", - " 0 /End of Bus data, Begin Load data\n", - " 1,'BL',1, 1, 1, 1750.000, -56.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 3,'BL',1, 1, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 4,'BL',1, 1, 1, 2350.000, -127.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 5,'BL',1, 1, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 7,'BL',1, 1, 1, 239.000, -56.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", - 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" 166,'BL',1, 1, 1, 185.000, 78.500, 0.000, 0.000, 0.000, 0.000, 1,1\n", - " 0 /End of Load data, Begin Fixed shunt data\n", - " 6,'1 ',1, 0.000, -113.000\n", - " 7,'1 ',1, 0.000, -155.000\n", - " 11,'1 ',1, 0.000, -190.000\n", - " 13,'1 ',1, 0.000, -391.000\n", - " 15,'1 ',1, 0.000, -146.000\n", - " 16,'1 ',1, 0.000, 390.000\n", - " 18,'1 ',1, 0.000, -427.000\n", - " 36,'1 ',1, 0.000, 912.000\n", - " 43,'1 ',1, 0.000, 430.000\n", - " 48,'1 ',1, 0.000, -80.000\n", - " 59,'1 ',1, 0.000, 2146.000\n", - " 62,'1 ',1, 0.000, -108.000\n", - " 67,'1 ',1, 0.000, 576.850\n", - " 70,'1 ',1, 0.000, 792.000\n", - " 71,'1 ',1, 0.000, 462.000\n", - " 75,'1 ',1, 0.000, 1019.350\n", - " 77,'1 ',1, 0.000, 550.000\n", - " 79,'1 ',1, 0.000, 1200.000\n", - " 80,'1 ',1, 0.000, -220.000\n", - " 81,'1 ',1, 0.000, -674.000\n", - " 82,'1 ',1, 0.000, -110.000\n", - " 83,'1 ',1, 0.000, -220.000\n", - " 84,'1 ',1, 0.000, -870.000\n", - " 103,'1 ',1, 0.000, -91.000\n", - " 107,'1 ',1, 0.000, -327.000\n", - " 108,'1 ',1, 0.000, -130.000\n", - 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" 161,'1 ', 445.000, 91.733, 9999.000, -9999.000,1.00000, 0, 900.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, 0.000, 1,1.0000\n", - " 0 /End of Generator data, Begin Branch data\n", - " 2, 7,'1 ', 1.79000E-3, 1.98800E-2, 2.57600, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 4, 16,'1 ', 9.77000E-3, 1.10000E-1, 2.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 4, 159,'1 ', 8.11000E-3, 1.36900E-1, 2.43480, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 6, 27,'1 ',-0.00000E+0,-4.08000E-3, 0.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 7, 16,'1 ', 5.00000E-4, 5.30000E-3, 0.08820, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 7, 162,'1 ', 4.80000E-3, 4.36000E-2, 0.70780, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 11, 19,'1 ',-0.00000E+0,-6.34000E-3, 0.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 11, 21,'1 ',-0.00000E+0,-1.18800E-2, 0.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 11, 138,'1 ', 2.80000E-3, 2.11000E-2, 1.01940, 0.00, 0.00, 1630.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 13, 20,'1 ',-0.00000E+0,-6.34000E-3, 0.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 13, 23,'1 ',-0.00000E+0,-8.26000E-3, 0.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 13, 25,'1 ',-0.00000E+0,-1.79500E-2, 0.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 13, 28,'1 ',-0.00000E+0,-6.12000E-3, 0.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", - " 15, 18,'1 ', 4.00000E-4, 9.60000E-3, 0.90380, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - " 15, 18,'2 ', 4.00000E-4, 9.60000E-3, 0.90380, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", - 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"1.00000, 0.000\n", - " 55, 54, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 1.30000E-4, 1.38600E-2, 100.00\n", - "1.01060, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 55, 54, 0,'2 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 1.30000E-4, 1.38600E-2, 100.00\n", - "1.01060, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 59, 60, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 1.15000E-3, 100.00\n", - "1.01330, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 63, 62, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 2.00000E-4, 2.33800E-2, 100.00\n", - "0.97890, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 65, 64, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 5.00000E-3, 100.00\n", - "1.09000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 67, 66, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 8.90000E-4, 2.99000E-2, 100.00\n", - "0.98730, 0.000, 0.000, 0.00, 0.00, 250.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 68, 67, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 2.00000E-4, 1.18100E-2, 100.00\n", - "1.02380, 0.000, 0.000, 0.00, 0.00, 1008.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 68, 67, 0,'2 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 9.00000E-5, 7.35000E-3, 100.00\n", - "1.02380, 0.000, 0.000, 0.00, 0.00, 1300.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 67, 69, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 1.03400E-2, 100.00\n", - "1.04550, 0.000, 0.000, 0.00, 0.00, 2000.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 71, 70, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 2.21000E-3, 100.00\n", - "1.02340, 0.000, 0.000, 0.00, 0.00, 2500.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 75, 76, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 3.75000E-3, 100.00\n", - "1.09770, 0.000, 0.000, 0.00, 0.00, 5000.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 79, 78, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 2.50000E-3, 100.00\n", - "1.06600, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 83, 84, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 7.20000E-3, 100.00\n", - "1.05000, 0.000, 0.000, 0.00, 0.00, 1500.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 101, 102, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 9.80000E-3, 100.00\n", - "1.05000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 108, 107, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 3.00000E-4, 1.74000E-2, 100.00\n", - "1.11900, 0.000, 0.000, 0.00, 0.00, 840.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 108, 107, 0,'2 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 2.00000E-4, 1.19000E-2, 100.00\n", - "1.11900, 0.000, 0.000, 0.00, 0.00, 1120.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 111, 112, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 2.28100E-2, 100.00\n", - "0.91740, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 112, 113, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 1.00000E-4, 1.74000E-2, 100.00\n", - "1.11900, 0.000, 0.000, 0.00, 0.00, 840.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 115, 116, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 1.81500E-2, 100.00\n", - "0.90910, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 116, 118, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 2.00000E-4, 1.25000E-2, 100.00\n", - "1.11900, 0.000, 0.000, 0.00, 0.00, 1120.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 117, 118, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 4.48000E-3, 100.00\n", - "0.94520, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 137, 138, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 1.51200E-2, 100.00\n", - "0.99600, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 139, 140, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 3.65000E-3, 100.00\n", - "0.97870, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 143, 144, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 5.16000E-3, 100.00\n", - "0.98430, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 144, 145, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 5.00000E-3, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 146, 147, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 9.80000E-3, 100.00\n", - "1.05000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 148, 149, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 1.02600E-2, 100.00\n", - "0.98710, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 152, 153, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 1.14900E-2, 100.00\n", - "1.06310, 0.000, 0.000, 0.00, 0.00, 1120.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 152, 153, 0,'2 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 1.14900E-2, 100.00\n", - "1.06310, 0.000, 0.000, 0.00, 0.00, 1120.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 152, 153, 0,'3 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 1.14900E-2, 100.00\n", - "1.06310, 0.000, 0.000, 0.00, 0.00, 1120.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 155, 156, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 3.00000E-4, 1.81000E-2, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 157, 158, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 2.00000E-4, 5.80000E-3, 100.00\n", - "0.98550, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 160, 161, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 5.00000E-4, 1.41000E-2, 100.00\n", - "1.05880, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 163, 162, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", - " 0.00000E+0, 1.95000E-2, 100.00\n", - "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", - "1.00000, 0.000\n", - " 0 /End of Transformer data, Begin Area interchange data\n", - " 0 /End of Area interchange data, Begin Two-terminal dc line data\n", - " 0 /End of Two-terminal dc line data, Begin VSC dc line data\n", - " 0 /End of VSC dc line data, Begin Impedance correction table data\n", - " 0 /End of Impedance correction table data, Begin Multi-terminal dc line data\n", - " 0 /End of Multi-terminal dc line data, Begin Multi-section line data\n", - " 0 /End of Multi-section line data, Begin Zone data\n", - " 1,'1 '\n", - " 0 /End of Zone data, Begin Inter-area transfer data\n", - " 0 /End of Inter-area transfer data, Begin Owner data\n", - " 1,'1 '\n", - " 0 /End of Owner data, Begin FACTS device data\n", - " 0 /End of FACTS device data, Begin Switched shunt data\n", - " 0 /End of Switched shunt data, Begin GNE device data\n", - " 0 /End of GNE device data\n", - "Q\n" - ] - } - ], - "source": [ - "data = !cat wecc.raw \n", - "print('\\n'.join(data))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Dynamic Data (PSS/E DYR format)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " 3 'GENROU' 1 3.9000 0.32000E-01 0.54000 0.62000E-01\n", - " 2.6400 5.0000 1.8600 1.7800 0.25000\n", - " 0.45300 0.19500 0.14500 1.9714 6.9000 /\n", - " 3 'IEEEST' 1 3 0 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.75000 1.0000 4.2000\n", - " -2.0000 0.10000 -0.10000 0.0000 0.0000 /\n", - " 3 'ESST3A' 1 0.20000E-01 0.30000 -0.20000 8.0000\n", - " 1.0000 5.0000 20.000 0.0000 99.000\n", - " -99.000 1.0000 3.6700 0.43500 6.4800\n", - " 0.10000E-01 0.98000E-02 4.8600 3.3300 0.40000\n", - " 99.000 0.0000 /\n", - " 3 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 5 'GENROU' 1 4.0000 0.32000E-01 0.52000 0.63000E-01\n", - " 2.6100 0.0000 1.8100 1.7300 0.24500\n", - " 0.51000 0.19000 0.14000 1.7850 7.1400 /\n", - " 5 'ST2CUT' 1 1 0 0 0\n", - " 5.5000 0.0000 0.30000E-01 0.0000 10.000\n", - " 10.000 0.40000 0.40000E-01 0.0000 0.0000\n", - " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 5 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 8.2000\n", - " 1.0000 5.0000 50.000 0.0000 99.000\n", - " -99.000 1.0000 3.5600 0.33500 5.8100\n", - " 0.10000E-01 0.77000E-02 5.6000 3.7500 0.40000\n", - " 99.000 0.0000 /\n", - " 5 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 8 'GENROU' 1 8.4000 0.35000E-01 0.46000 0.70000E-01\n", - " 3.4200 0.0000 1.7600 1.5800 0.28500\n", - " 0.48500 0.20500 0.15500 1.8429 6.4500 /\n", - " 8 'ST2CUT' 1 1 0 0 0\n", - " 10.000 0.0000 0.0000 0.0000 3.0000\n", - " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", - " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 8 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 50.000 0.20000E-01 9999.0 -9999.0\n", - " 0.0000 0.10000E-01 1.0000 /\n", - " 8 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 10 'GENROU' 1 4.5000 0.40000E-01 0.50000 0.60000E-01\n", - " 2.4500 0.0000 1.7000 1.6500 0.25000\n", - " 0.50000 0.19000 0.14000 1.7850 7.1400 /\n", - " 10 'ST2CUT' 1 1 0 0 0\n", - " 0.0000 0.0000 0.25000E-01 0.0000 0.16000E-01\n", - " 0.16000E-01 0.26000 0.26000E-01 0.26000 0.26000E-01\n", - " 0.0000 0.0000 0.10000 -0.10000 0.0000\n", - " 0.0000 /\n", - " 10 'ESDC2A' 1 0.20000E-01 50.000 0.50000E-01 0.20000E-01\n", - " 0.0000 3.0000 -3.0000 0.0000 0.51200\n", - " 0.70000E-01 1.3000 0.0000 3.9825 0.50000\n", - " 5.3100 1.0490 /\n", - " 10 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 12 'GENROU' 1 4.2000 0.32000E-01 0.60000 0.66000E-01\n", - " 3.5900 0.0000 1.7600 1.6800 0.22000\n", - " 0.40000 0.17500 0.13000 1.9225 7.6900 /\n", - " 12 'ST2CUT' 1 1 0 0 0\n", - " 10.000 0.0000 0.0000 0.0000 3.0000\n", - " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", - " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 12 'EXST1' 1 0.20000E-01 99.000 -99.000 1.0000\n", - " 10.000 75.000 0.20000E-01 9999.0 -9999.0\n", - " 0.0000 0.10000E-01 1.0000 /\n", - " 12 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 14 'GENROU' 1 8.2000 0.33000E-01 0.48000 0.55000E-01\n", - " 3.8300 0.0000 1.9800 1.8500 0.37500\n", - " 0.56700 0.28500 0.22500 1.4800 4.4400 /\n", - " 14 'ST2CUT' 1 1 0 0 0\n", - " 10.000 0.0000 0.0000 0.0000 3.0000\n", - " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", - " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 14 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 6.8000\n", - " 1.0000 5.0000 50.000 0.0000 99.000\n", - " -99.000 1.0000 3.7700 0.12400 6.5200\n", - " 0.10000E-01 0.50000E-02 6.7700 0.0000 0.40000\n", - " 99.000 0.0000 /\n", - " 14 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - 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" 29 'ST2CUT' 1 3 0 0 0\n", - " -3.5000 0.0000 0.0000 0.0000 1.0000\n", - " 1.0000 0.0000 3.0000 0.80000E-01 0.27000E-01\n", - " 0.80000E-01 0.27000E-01 0.10000 -0.10000 0.0000\n", - " 0.0000 /\n", - " 29 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 72.500 0.20000E-01 9999.0 -9999.0\n", - " 0.0000 0.10000E-01 1.5000 /\n", - " 29 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 34 'GENROU' 1 4.6000 0.40000E-01 0.37000 0.10000\n", - " 2.9500 0.0000 1.8250 1.7800 0.29100\n", - " 0.44000 0.25000 0.23900 1.3933 4.1800 /\n", - " 34 'ST2CUT' 1 1 0 0 0\n", - " 10.000 0.0000 0.10000 0.0000 1.0000\n", - " 1.0000 0.20000 0.10000E-01 0.0000 0.0000\n", - " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 34 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 50.000 0.80000E-01 9999.0 -9999.0\n", - " 0.0000 0.15000E-01 1.0000 /\n", - " 34 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 35 'GENROU' 1 4.1000 0.33000E-01 0.56000 0.62000E-01\n", - " 2.3200 0.0000 2.0700 1.9900 0.28000\n", - " 0.49000 0.21500 0.15500 1.8429 6.4500 /\n", - " 35 'ST2CUT' 1 1 0 0 0\n", - " 10.000 0.0000 0.0000 0.0000 3.0000\n", - " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", - " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 35 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 50.000 0.36000 9999.0 -9999.0\n", - " 0.0000 0.30000E-01 1.0000 /\n", - " 35 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 39 'GENROU' 1 9.8000 0.28000E-01 0.20000 0.16000\n", - " 6.4100 0.0000 0.99500 0.56800 0.19500\n", - " 0.56800 0.10000 0.89000E-01 2.2400 11.200 /\n", - " 39 'ST2CUT' 1 1 0 0 0\n", - " 0.0000 0.0000 0.0000 0.0000 15.000\n", - " 15.000 0.0000 0.53000E-01 0.0000 0.53000E-01\n", - " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 39 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 75.000 0.16000 9999.0 -9999.0\n", - " 0.0000 0.10000E-01 1.0000 /\n", - " 39 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.30000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 10.000 0.70000 0.0000 /\n", - " 42 'GENROU' 1 4.8000 0.37000E-01 0.50000 0.75000E-01\n", - " 4.1300 0.0000 1.7000 1.6200 0.25600\n", - " 0.41000 0.10000 0.85000E-01 1.8429 6.4500 /\n", - " 42 'ST2CUT' 1 3 0 0 0\n", - " 0.0000 0.0000 0.30000E-01 0.0000 1.5000\n", - " 1.5000 0.37500 12.000 0.0000 0.0000\n", - " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 42 'ESDC2A' 1 0.20000E-01 20.000 0.20000 0.20000E-01\n", - 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" 4.1600 0.0000 0.75000 0.53000 0.32000\n", - " 0.53000 0.30000 0.21500 1.5500 4.6500 /\n", - " 115 'IEEEST' 1 3 0 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.75000 1.0000 4.2000\n", - " -2.0000 0.10000 -0.10000 0.0000 0.0000 /\n", - " 115 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 40.000 0.20000E-01 9999.0 -9999.0\n", - " 0.0000 0.10000E-01 1.2000 /\n", - " 115 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 117 'GENROU' 1 4.5000 0.40000E-01 0.50000 0.60000E-01\n", - " 3.8200 0.0000 1.7000 1.6500 0.25000\n", - " 0.50000 0.19000 0.14000 1.7850 7.1400 /\n", - " 117 'IEEEST' 1 3 0 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.75000 1.0000 4.2000\n", - " -2.0000 0.10000 -0.10000 0.0000 0.0000 /\n", - " 117 'ESDC2A' 1 0.20000E-01 40.000 0.50000E-01 0.20000E-01\n", - " 0.0000 3.0000 -3.0000 0.0000 0.51200\n", - " 0.70000E-01 1.3000 0.0000 3.9825 0.50000\n", - " 5.3100 1.0490 /\n", - " 117 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 137 'GENROU' 1 7.8000 0.60000E-01 0.20000 0.11000\n", - " 6.0700 0.0000 0.75000 0.53000 0.32000\n", - " 0.53000 0.30000 0.21500 1.5500 4.6500 /\n", - " 137 'ST2CUT' 1 1 0 0 0\n", - " 10.000 0.0000 0.0000 0.0000 3.0000\n", - " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", - " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 137 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 50.000 0.20000E-01 9999.0 -9999.0\n", - " 0.0000 0.10000E-01 1.2000 /\n", - " 137 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 139 'GENROU' 1 5.3000 0.35000E-01 0.50000 0.77000E-01\n", - " 2.8200 0.0000 1.6200 1.5700 0.24500\n", - " 0.37600 0.10000 0.95000E-01 2.1060 10.530 /\n", - " 139 'ST2CUT' 1 3 0 0 0\n", - " 0.0000 0.0000 0.0000 0.0000 29.500\n", - " 29.500 1.5000 0.15000 1.5000 0.15000\n", - " 0.0000 0.0000 0.90000E-01 -0.90000E-01 0.0000\n", - " 0.0000 /\n", - " 139 'ESDC2A' 1 0.20000E-01 20.000 0.50000E-01 0.20000E-01\n", - " 0.0000 3.0000 -3.0000 0.0000 0.60000\n", - " 0.70000E-01 1.3000 0.0000 2.8200 0.32000\n", - " 3.7600 1.0000 /\n", - " 139 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 143 'GENROU' 1 8.0000 0.50000E-01 1.5000 0.60000E-01\n", - " 2.7500 0.0000 1.9500 1.8700 0.34000\n", - " 1.0000 0.29000 0.24000 1.3900 4.1700 /\n", - " 143 'ST2CUT' 1 1 0 0 0\n", - " 0.50000 0.0000 0.42000E-01 0.0000 10.000\n", - " 10.000 1.0000 0.80000E-01 1.7000 0.80000E-01\n", - " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 143 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 50.000 0.19000 9999.0 -9999.0\n", - " 0.0000 0.15000E-01 1.0000 /\n", - " 143 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 147 'GENROU' 1 8.4000 0.35000E-01 0.46000 0.70000E-01\n", - " 3.4900 0.0000 1.7600 1.5800 0.28500\n", - " 0.48500 0.20500 0.15500 1.8429 6.4500 /\n", - " 147 'ST2CUT' 1 1 0 0 0\n", - " 5.0000 0.0000 0.29000E-01 0.0000 2.4000\n", - " 2.4000 0.14400 0.40000E-01 0.37700 0.10500\n", - " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 147 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 40.000 0.20000E-01 9999.0 -9999.0\n", - " 0.0000 0.10000E-01 1.0000 /\n", - " 147 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 148 'GENROU' 1 4.3000 0.32000E-01 0.43000 0.66000E-01\n", - " 3.0300 0.0000 1.7900 1.7150 0.22000\n", - " 0.44000 0.10000 0.85000E-01 1.8525 7.4100 /\n", - " 148 'ST2CUT' 1 1 0 0 0\n", - " 10.000 0.0000 0.0000 0.0000 3.0000\n", - " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", - " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 148 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 40.000 0.20000 9999.0 -9999.0\n", - " 0.0000 0.35000E-01 1.7500 /\n", - " 148 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 158 'GENROU' 1 3.9000 0.32000E-01 0.49000 0.62000E-01\n", - " 2.8200 0.0000 1.6400 1.5700 0.24000\n", - " 0.43000 0.18500 0.13000 1.9225 7.6900 /\n", - " 158 'ST2CUT' 1 1 0 0 0\n", - " 8.0800 0.0000 0.30000E-01 0.0000 10.000\n", - " 10.000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", - " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", - " 0.0000 /\n", - " 158 'EXST1' 1 0.20000E-01 99.000 -99.000 1.0000\n", - " 10.000 40.000 0.20000E-01 9999.0 -9999.0\n", - " 0.0000 0.10000E-01 1.0000 /\n", - " 158 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n", - " 161 'GENROU' 1 5.2100 0.42000E-01 1.5000 0.42000E-01\n", - " 3.0100 0.0000 1.7980 1.7780 0.32400\n", - " 0.45000 0.26000 0.19300 1.4800 5.1800 /\n", - " 161 'ST2CUT' 1 1 0 0 0\n", - " 10.000 0.0000 0.30000E-01 0.0000 30.000\n", - " 30.000 0.40000 0.50000E-01 0.40000 0.50000E-01\n", - " 0.0000 0.0000 0.40000E-01 -0.40000E-01 0.0000\n", - " 0.0000 /\n", - " 161 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", - " 0.20000E-01 50.000 0.10000 9999.0 -9999.0\n", - " 0.0000 0.12000E-01 1.0000 /\n", - " 161 'IEEEG1' 1 0 0 20.000 0.10000\n", - " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", - " 0.0000 0.10000 0.0000 0.0000 0.0000\n", - " 0.0000 0.0000 0.0000 0.30000 0.0000\n", - " 8.7200 0.70000 0.0000 /\n" - ] - } - ], - "source": [ - "data = !cat wecc.dyr\n", - "print('\\n'.join(data))" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.1" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} \ No newline at end of file + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# CURENT WECC Verification\n", + "\n", + "Prepared by [Hantao Cui](https://cui.eecps.com). Last revised 23 May 2020. \n", + "\n", + "## Background \n", + "\n", + "The [CURENT](https://curent.utk.edu) WECC system contains 179 buses and 263 branches. Two line trip scenarios are created to verify ANDES simulation results with DSATools TSAT and Siemens PTI PSS/E.\n", + "\n", + "Dynamic data is based on the CURENT WECC 179-Bus test system, which uses models GENROU, TGOV1, IEEEG1, EXST2, EXDC2, ESST3A, IEEEST, ST2CUT and ESDC2A, the saturation of which could be implemented differently across software. \n", + "\n", + "### Simulation Parameters\n", + "\n", + "Integretion method: Trapezidal Rule (ANDES and TSAT), the default second order Adams-Bashforth method (AB-2) (PSS/E)\n", + "\n", + "Time step size: `1/120` sec. (Note: step size between `1/30` to `1/120` has little impact on the ANDES results. One can use `tstep=1/30` to obtain almost the same results.)\n", + "\n", + "Load conversion: static loads are converted to 100% constant impedances for both P and Q. \n", + "\n", + "TSAT automatic parameter correction is disabled.\n", + "\n", + "### Initialization\n", + "\n", + "Power flow solutions are identical across all the three software.\n", + "\n", + "GENROU initialization ($E_{FD}$, $E_{TERM}$, $P$, $Q$, $\\delta$, $I_d$ and $I_q$) is identical to that from **PSS/E** for all cases (with and without generator saturation). Note that $I_d$ and $I_q$ are in machine base in PSS/E but in system base in ANDES. \n", + "\n", + "GENROU initialization (including all the internal variables $E'_d$, $E'_q$, $\\psi_{kd}$, $\\psi_{kq}$, $\\psi''_d$, and $\\psi''_q$) is identical to that from [**OpenIPSL**](https://github.com/openipsl/openipsl).\n", + "\n", + "No controller limit violation occurs during initialization.\n", + "\n", + "### Conclusion\n", + "\n", + "The finding is that, **for particular disturbances in large systems, neither two of ANDES, TSAT and PSS/E could match**. Implementation details in commercial software are lacking. Thus, it could be futile to insist on obtaining the same results for large systems, especially with several complex models.\n", + "\n", + "Nevertheless, [Scenario 2](#Scenario-2:-Line-4-16-trips-and-reconnects-after-0.1-sec.) shows that ANDES results are trustworthy. **In fact, ANDES is open-source with all the implemented equations clearly documented, which makes the results highly credible for research and education purposes.**" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import andes\n", + "import numpy as np\n", + "from andes.utils.tsat import tsat_to_df, psse_to_df, plot_comparison, run_cmp\n", + "\n", + "andes.config_logger(stream_level=30)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Scenario 1\n", + "\n", + "Line 38-39 trips and reconnects after 0.1 sec. This branch is a transformer branch that connects generator #11 on Bus 39 to Bus 38. It is the only link to Bus 39." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + ": Line.Line_221 status changed to 0.0 at t=1.0 sec.\n", + ": Line.Line_221 status changed to 1.0 at t=1.1 sec.\n", + "100%|████████████████████████████████| 100/100 [00:16<00:00, 5.89%/s]\n" + ] + } + ], + "source": [ + "ss = run_cmp('wecc.raw', dyr='wecc.dyr', fault_line='Line_221',\n", + " t1=1.0, t2=1.1, tstep=1/120)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "idx Line_221\n", + "u 1\n", + "name Line_221\n", + "bus1 38\n", + "bus2 39\n", + "Sn 100\n", + "fn 60\n", + "Vn1 230\n", + "Vn2 18\n", + "r 0.0005\n", + "x 0.0238\n", + "b 0\n", + "g 0\n", + "b1 0\n", + "g1 0\n", + "b2 0\n", + "g2 0\n", + "trans 1\n", + "tap 1\n", + "phi 0\n", + "owner None\n", + "xcoord None\n", + "ycoord None\n", + "Name: 220, dtype: object" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Line_221 information\n", + "ss.Line.cache.df_in.iloc[220]" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# Load TSAT and PSSE Outputs\n", + "omega2 = tsat_to_df('omega2.xls')\n", + "v2 = tsat_to_df('v2.xls')\n", + "\n", + "omega2_psse = psse_to_df('omega2_psse.xlsx')\n", + "v2_psse = psse_to_df('v2_psse.xlsx')\n", + "omega2_psse.iloc[:, 1:] += 1\n", + "omega2_psse.iloc[:, 1:] *= 60\n", + "\n", + "# prepare variable headers for TSAT and PSSE\n", + "def header_replace(fname, idx, offset, old_str, new_str):\n", + " \"\"\"\n", + " Utility function for replacing strings in variable header\n", + " \"\"\"\n", + " old_headers = [fname[i + offset] for i in idx]\n", + " return [i.replace(old_str, new_str) for i in old_headers]\n", + "\n", + "fname = ss.TDS.plt._fname\n", + "tsat_omega_headers = header_replace(fname, ss.GENROU.omega.a, 1, \"GENROU\", \"TSAT\")\n", + "tsat_v_headers = header_replace(fname, ss.GENROU.v.a, 1 + ss.dae.n, \"Bus\", \"TSAT\")\n", + "\n", + "psse_omega_headers = header_replace(fname, ss.GENROU.omega.a, 1, \"GENROU\", \"PSSE\")\n", + "psse_v_headers = header_replace(fname, ss.GENROU.v.a, 1 + ss.dae.n, \"Bus\", \"PSSE\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_comparison(ss, ss.GENROU.omega, omega2,\n", + " a=(10,), a_tsat=[10], a_psse=[10],\n", + " ylabel=\"Generator Speed [Hz]\",\n", + " tsat_header=tsat_omega_headers,\n", + " psse_data = omega2_psse,\n", + " psse_header = psse_omega_headers,\n", + " scale=60, right=10,\n", + " legend=True,\n", + " show=False,\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_comparison(ss, ss.GENROU.v, v2,\n", + " a=(10,), a_tsat=[10], a_psse=[10],\n", + " ylabel=\"Terminal Voltage [p.u.]\",\n", + " tsat_header=tsat_v_headers,\n", + " psse_data = v2_psse,\n", + " psse_header = psse_v_headers,\n", + " scale=1, right=10,\n", + " legend=True,\n", + " show=False\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Scenario 2\n", + "\n", + "In this scenario, Line 4-16 trips and reconnects after 0.1 sec. This line in the eastern zone that connects two generator buses (CRAIG and SAN JUAN)." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + ": Line.Line_2 status changed to 0.0 at t=1.0 sec. \n", + ": Line.Line_2 status changed to 1.0 at t=1.1 sec. \n", + "100%|████████████████████████████████| 100/100 [00:18<00:00, 5.45%/s]\n" + ] + } + ], + "source": [ + "ss2 = run_cmp('wecc.raw', dyr='wecc.dyr', fault_line='Line_2',\n", + " t1=1.0, t2=1.1, tstep=1/120)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "idx Line_2\n", + "u 1\n", + "name Line_2\n", + "bus1 4\n", + "bus2 16\n", + "Sn 100\n", + "fn 60\n", + "Vn1 345\n", + "Vn2 345\n", + "r 0.00977\n", + "x 0.11\n", + "b 2\n", + "g 0\n", + "b1 0\n", + "g1 0\n", + "b2 0\n", + "g2 0\n", + "trans 0\n", + "tap 1\n", + "phi 0\n", + "owner None\n", + "xcoord None\n", + "ycoord None\n", + "Name: 1, dtype: object" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Line 2 information\n", + "ss2.Line.cache.df_in.iloc[1]" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# load data\n", + "omega = tsat_to_df('omega.xls')\n", + "v = tsat_to_df('v.xls')\n", + "\n", + "omega_psse = psse_to_df('omega_psse.xlsx')\n", + "v_psse = psse_to_df('v_psse.xlsx')\n", + "omega_psse.iloc[:, 1:] += 1\n", + "omega_psse.iloc[:, 1:] *= 60\n", + "\n", + "fig, ax = plot_comparison(ss2, ss2.GENROU.omega, omega,\n", + " a=(1,), a_tsat=[1], a_psse=[1],\n", + " ylabel=\"Generator Speed [Hz]\",\n", + " title=\"WECC Scenario 2 (Line 4-16 Trip)\",\n", + " tsat_header=tsat_omega_headers,\n", + " psse_data = omega_psse,\n", + " psse_header = psse_omega_headers,\n", + " scale=60, right=10,\n", + " legend=True,\n", + " show=False\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plot_comparison(ss2, ss2.GENROU.v, v,\n", + " a=(1,), a_tsat=[1], a_psse=[1],\n", + " ylabel=\"Terminal Voltage [p.u.]\",\n", + " title=\"WECC Scenario 2 (Line 4-16 Trip)\",\n", + " tsat_header=tsat_v_headers,\n", + " psse_data = v_psse,\n", + " psse_header = psse_v_headers,\n", + " scale=1, right=10,\n", + " legend=True,\n", + " show=False\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Appendix: CURENT WECC 179-Bus System Data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Power Flow Data (PSS/E RAW format)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0, 100.00, 32, 0, 1, 60.00 / PSS(R)E 32 RAW created by rawd32 THU, MAY 21 2020 10:24\n", + "WESTERN ELECTRICITY COORDINATING COUNCIL 179-BUS SYSTEM (MOD\n", + "DISTRIBUTED WITH ANDES (HTTPS://GITHUB.COM/CUIHANTAO/ANDES)\n", + " 1,'CORONADO ', 500.0000,1, 1, 1, 1,0.97947, -26.1745\n", + " 2,'CHOLLA ', 345.0000,1, 1, 1, 1,0.97744, -16.9603\n", + " 3,'CORONADO ', 20.0000,2, 1, 1, 1,1.04000, -19.6589\n", + " 4,'CRAIG ', 345.0000,1, 1, 1, 1,0.97518, 16.2755\n", + " 5,'CRAIG ', 22.0000,2, 1, 1, 1,0.95000, 23.5536\n", + " 6,'FOURCORN ', 500.0000,1, 1, 1, 1,1.06814, -7.9038\n", + " 7,'FOURCORN ', 345.0000,1, 1, 1, 1,1.00914, -4.6874\n", + " 8,'FCNGN4CC ', 22.0000,2, 1, 1, 1,1.00000, 2.2301\n", + " 9,'FOURCORN ', 230.0000,1, 1, 1, 1,1.00726, -5.2308\n", + " 10,'HAYDEN ', 20.0000,2, 1, 1, 1,1.00000, 33.7299\n", + " 11,'NAVAJO ', 500.0000,1, 2, 1, 1,1.07205, -23.9351\n", + " 12,'NAVAJO 2 ', 26.0000,2, 2, 1, 1,1.00000, -17.8112\n", + " 13,'MOENKOPI ', 500.0000,1, 2, 1, 1,1.06735, -24.8548\n", + " 14,'PALOVRD2 ', 24.0000,2, 2, 1, 1,0.96000, -21.7139\n", + " 15,'PALOVRDE ', 500.0000,1, 2, 1, 1,1.04856, -29.6406\n", + " 16,'SAN JUAN ', 345.0000,1, 1, 1, 1,1.03559, -3.8744\n", + " 17,'SJUAN G4 ', 22.0000,2, 1, 1, 1,1.00000, -0.8871\n", + " 18,'WESTWING ', 500.0000,1, 2, 1, 1,1.05593, -29.5910\n", + " 19,'NAVAJO1 ', 500.0000,1, 2, 1, 1,1.07025, -22.8500\n", + " 20,'NAVAJO2 ', 500.0000,1, 2, 1, 1,1.06042, -25.9522\n", + " 21,'NAVAJO3 ', 500.0000,1, 2, 1, 1,1.04693, -22.1208\n", + " 22,'NAVAJO4 ', 500.0000,1, 2, 1, 1,1.02564, -31.4586\n", + " 23,'MOENKOP1 ', 500.0000,1, 2, 1, 1,1.05571, -23.3906\n", + " 24,'MOENKOP2 ', 500.0000,1, 2, 1, 1,1.04116, -31.0832\n", + " 25,'MOENKOP3 ', 500.0000,1, 2, 1, 1,1.05132, -15.5499\n", + " 26,'MOENKOP4 ', 500.0000,1, 2, 1, 1,1.04671, -42.3967\n", + " 27,'FOURCOR1 ', 500.0000,1, 1, 1, 1,1.06585, -5.7792\n", + " 28,'FOURCOR2 ', 500.0000,1, 1, 1, 1,1.06933, -27.9822\n", + " 29,'CANAD G1 ', 20.0000,2, 1, 1, 1,1.00000, 24.7380\n", + " 30,'CANADA ', 500.0000,1, 1, 1, 1,1.03634, 20.9474\n", + " 31,'CANALB ', 500.0000,1, 1, 1, 1,1.07861, 49.2370\n", + " 32,'CA230TO ', 230.0000,1, 1, 1, 1,0.97855, 53.8260\n", + " 33,'CA230 ', 230.0000,1, 1, 1, 1,1.00114, 62.8749\n", + " 34,'CMAIN GM ', 20.0000,2, 1, 1, 1,1.02000, 67.7961\n", + " 35,'BRIDGER2 ', 22.0000,2, 1, 1, 1,1.00900, 2.4615\n", + " 36,'ADELANTO ', 500.0000,1, 2, 1, 1,1.06032, -42.1554\n", + " 37,'ADELAN&1 ', 500.0000,1, 2, 1, 1,1.08090, -46.2256\n", + " 38,'CASTAIC ', 230.0000,1, 2, 1, 1,1.03195, -47.2901\n", + " 39,'CASTAI4G ', 18.0000,2, 2, 1, 1,1.02000, -45.9803\n", + " 40,'GLENDAL ', 230.0000,1, 2, 1, 1,1.02337, -50.9223\n", + " 41,'HAYNES ', 230.0000,1, 2, 1, 1,1.03129, -50.6520\n", + " 42,'HAYNES3G ', 18.0000,2, 2, 1, 1,1.00000, -47.3488\n", + " 43,'INTERMT ', 345.0000,1, 1, 1, 1,1.05257, -4.3661\n", + " 44,'INTERM1G ', 26.0000,2, 1, 1, 1,1.05000, 0.2811\n", + " 45,'OLIVE ', 230.0000,1, 2, 1, 1,1.03475, -47.6289\n", + " 46,'OWENS G ', 11.5000,2, 2, 1, 1,1.02000, -47.2682\n", + " 47,'RINALDI ', 230.0000,1, 2, 1, 1,1.03402, -47.8387\n", + " 48,'RINALDI ', 500.0000,1, 2, 1, 1,1.07212, -45.4811\n", + " 49,'RIVER ', 230.0000,1, 2, 1, 1,1.02362, -51.8438\n", + " 50,'STA B ', 138.0000,1, 2, 1, 1,1.03256, -51.9003\n", + " 51,'STA B1 ', 287.0000,1, 2, 1, 1,1.03663, -50.7167\n", + " 52,'STA B2 ', 287.0000,1, 2, 1, 1,1.03663, -50.7167\n", + " 53,'STA BLD ', 230.0000,1, 2, 1, 1,1.02728, -52.1086\n", + " 54,'STA E ', 230.0000,1, 2, 1, 1,1.02516, -50.0567\n", + " 55,'STA E ', 500.0000,1, 2, 1, 1,1.04304, -47.6632\n", + " 56,'STA F ', 230.0000,1, 2, 1, 1,1.02484, -51.8789\n", + " 57,'STA G ', 230.0000,1, 2, 1, 1,1.02394, -51.1740\n", + " 58,'STA J ', 230.0000,1, 2, 1, 1,1.03112, -48.9133\n", + " 59,'SYLMARLA ', 230.0000,1, 2, 1, 1,1.03832, -47.1488\n", + " 60,'SYLMAR S ', 230.0000,1, 2, 1, 1,1.02073, -48.2552\n", + " 61,'VALLEY ', 230.0000,1, 2, 1, 1,1.02930, -49.0304\n", + " 62,'VICTORVL ', 287.0000,1, 2, 1, 1,1.05209, -44.4925\n", + " 63,'VICTORVL ', 500.0000,1, 2, 1, 1,1.05866, -42.4751\n", + " 64,'MONTA G1 ', 20.0000,2, 1, 1, 1,1.00000, 56.5947\n", + " 65,'MONTANA ', 500.0000,1, 1, 1, 1,1.04928, 48.2022\n", + " 66,'BIG EDDY ', 115.0000,1, 1, 1, 1,1.06863, -16.9326\n", + " 67,'BIG EDDY ', 230.0000,1, 1, 1, 1,1.06592, -14.5699\n", + " 68,'BIG EDDY ', 500.0000,1, 1, 1, 1,1.08919, -13.3098\n", + " 69,'DALLES21 ', 13.8000,2, 1, 1, 1,1.05500, -7.9400\n", + " 70,'CELILO ', 230.0000,1, 1, 1, 1,1.06159, -15.0760\n", + " 71,'CELILOCA ', 500.0000,1, 1, 1, 1,1.08964, -13.4178\n", + " 72,'COLSTRP ', 500.0000,1, 1, 1, 1,1.07839, -1.3595\n", + " 73,'COULEE ', 500.0000,1, 1, 1, 1,1.07000, 0.1645\n", + " 74,'GARRISON ', 500.0000,1, 1, 1, 1,1.03705, -12.1586\n", + " 75,'JOHN DAY ', 500.0000,1, 1, 1, 1,1.08283, -11.1230\n", + " 76,'JOHN DAY ', 13.8000,3, 1, 1, 1,1.00000, 0.0000\n", + " 77,'HANFORD ', 500.0000,1, 1, 1, 1,1.04947, 0.2258\n", + " 78,'NORTH G3 ', 20.0000,2, 1, 1, 1,1.00000, 26.5872\n", + " 79,'NORTH ', 500.0000,1, 1, 1, 1,1.04993, 12.1085\n", + " 80,'BURNS ', 500.0000,1, 1, 1, 1,1.05295, -19.5513\n", + " 81,'GRIZZLY ', 500.0000,1, 1, 1, 1,1.06740, -17.1477\n", + " 82,'MALIN ', 500.0000,1, 1, 1, 1,1.05433, -23.3455\n", + " 83,'MIDPOINT ', 500.0000,1, 1, 1, 1,1.06195, -5.1981\n", + " 84,'MIDPOINT ', 345.0000,1, 1, 1, 1,0.99845, -1.5707\n", + " 85,'SUMMER L ', 500.0000,1, 1, 1, 1,1.05818, -18.2347\n", + " 86,'GRIZZLY1 ', 500.0000,1, 1, 1, 1,1.06533, -18.7474\n", + " 87,'GRIZZLY2 ', 500.0000,1, 1, 1, 1,1.07143, -16.0156\n", + " 88,'MALIN1 ', 500.0000,1, 1, 1, 1,1.05062, -14.1380\n", + " 89,'MALIN2 ', 500.0000,1, 1, 1, 1,1.06088, -19.8058\n", + " 90,'GRIZZLY3 ', 500.0000,1, 1, 1, 1,1.07997, -21.7956\n", + " 91,'GRIZZLY4 ', 500.0000,1, 1, 1, 1,1.06943, -17.2249\n", + " 92,'GRIZZLY5 ', 500.0000,1, 1, 1, 1,1.06860, -22.4488\n", + " 93,'GRIZZLY6 ', 500.0000,1, 1, 1, 1,1.07170, -17.8609\n", + " 94,'GRIZZLY7 ', 500.0000,1, 1, 1, 1,1.07926, -22.0559\n", + " 95,'GRIZZLY8 ', 500.0000,1, 1, 1, 1,1.06917, -17.2247\n", + " 96,'GRIZZLY9 ', 500.0000,1, 1, 1, 1,1.06761, -22.7454\n", + " 97,'GRIZZLYA ', 500.0000,1, 1, 1, 1,1.07104, -17.8942\n", + " 98,'BURNS1 ', 500.0000,1, 1, 1, 1,0.97284, 8.0442\n", + " 99,'CORTINA ', 200.0000,1, 3, 1, 1,1.13097, -34.9741\n", + " 100,'COTWDPGE ', 200.0000,1, 3, 1, 1,1.13613, -30.4883\n", + " 101,'DIABLO ', 500.0000,1, 2, 1, 1,1.05298, -46.1260\n", + " 102,'DIABLO1 ', 25.0000,2, 2, 1, 1,0.98000, -42.3238\n", + " 103,'GATES ', 500.0000,1, 2, 1, 1,1.04707, -47.6820\n", + " 104,'GLENN ', 200.0000,1, 3, 1, 1,1.14090, -34.1986\n", + " 105,'LOGAN CR ', 200.0000,1, 3, 1, 1,1.14016, -34.5836\n", + " 106,'LOSBANOS ', 500.0000,1, 2, 1, 1,1.04927, -49.5273\n", + " 107,'MIDWAY ', 500.0000,1, 2, 1, 1,1.05934, -48.6051\n", + " 108,'MIDWAY ', 200.0000,1, 2, 1, 1,1.16705, -51.4430\n", + " 109,'MOSSLAND ', 500.0000,1, 2, 1, 1,1.04639, -49.7921\n", + " 110,'OLINDA ', 500.0000,1, 3, 1, 1,1.03727, -31.0686\n", + " 111,'ROUND MT ', 20.0000,2, 3, 1, 1,1.02000, -15.0791\n", + " 112,'ROUND MT ', 200.0000,1, 3, 1, 1,1.12385, -25.1402\n", + " 113,'ROUND MT ', 500.0000,1, 3, 1, 1,1.03454, -27.9316\n", + " 114,'TABLE MT ', 500.0000,1, 3, 1, 1,1.01342, -32.0699\n", + " 115,'TEVATR ', 20.0000,2, 3, 1, 1,1.05000, -35.6850\n", + " 116,'TEVATR ', 200.0000,1, 3, 1, 1,1.12744, -39.6332\n", + " 117,'TEVATR2 ', 20.0000,2, 3, 1, 1,1.00000, -30.7816\n", + " 118,'TEVATR ', 500.0000,1, 3, 1, 1,0.99816, -38.9938\n", + " 119,'OLINDA1 ', 500.0000,1, 3, 1, 1,1.05026, -24.0934\n", + " 120,'OLINDA2 ', 500.0000,1, 3, 1, 1,1.01142, -38.0294\n", + " 121,'OLINDA3 ', 500.0000,1, 3, 1, 1,1.02786, -30.7891\n", + " 122,'OLINDA4 ', 500.0000,1, 3, 1, 1,0.98098, -46.5990\n", + " 123,'ROUND1 ', 500.0000,1, 3, 1, 1,1.04054, -22.0273\n", + " 124,'ROUND2 ', 500.0000,1, 3, 1, 1,1.01079, -36.1445\n", + " 125,'ROUND3 ', 500.0000,1, 3, 1, 1,1.04054, -22.0273\n", + " 126,'ROUND4 ', 500.0000,1, 3, 1, 1,1.01079, -36.1445\n", + " 127,'TABLE1 ', 500.0000,1, 3, 1, 1,1.01257, -25.8067\n", + " 128,'TABLE2 ', 500.0000,1, 3, 1, 1,0.99882, -45.3405\n", + " 129,'TABLE3 ', 500.0000,1, 3, 1, 1,1.01755, -27.3173\n", + " 130,'TABLE4 ', 500.0000,1, 3, 1, 1,0.99876, -41.4218\n", + " 131,'TEVATR1 ', 500.0000,1, 2, 1, 1,0.97999, -36.9419\n", + " 132,'TEVATR2 ', 500.0000,1, 2, 1, 1,1.07047, -51.7010\n", + " 133,'TEVATR3 ', 500.0000,1, 2, 1, 1,0.97141, -35.0590\n", + " 134,'GATES1 ', 500.0000,1, 2, 1, 1,1.06807, -49.9922\n", + " 135,'DEVERS ', 500.0000,1, 2, 1, 1,1.03539, -43.5212\n", + " 136,'EAGLROCK ', 230.0000,1, 2, 1, 1,1.01010, -52.7598\n", + " 137,'ELDORADO ', 20.0000,2, 2, 1, 1,1.02000, -25.9732\n", + " 138,'ELDORADO ', 500.0000,1, 2, 1, 1,1.05122, -33.0947\n", + " 139,'LITEHIPE ', 20.0000,2, 2, 1, 1,1.02000, -49.6246\n", + " 140,'LITEHIPE ', 230.0000,1, 2, 1, 1,1.01186, -55.7741\n", + " 141,'LUGO ', 500.0000,1, 2, 1, 1,1.05498, -46.0893\n", + " 142,'MESA CAL ', 230.0000,1, 2, 1, 1,1.00705, -55.0594\n", + " 143,'MIRALOMA ', 20.0000,2, 2, 1, 1,1.05000, -45.4414\n", + " 144,'MIRALOMA ', 500.0000,1, 2, 1, 1,1.04087, -49.6789\n", + " 145,'MIRALOMA ', 230.0000,1, 2, 1, 1,1.03821, -50.1247\n", + " 146,'MOHAVE ', 500.0000,1, 2, 1, 1,1.06999, -29.3603\n", + " 147,'MOHAV1CC ', 22.0000,2, 2, 1, 1,1.05000, -21.0397\n", + " 148,'PARDEE ', 20.0000,2, 2, 1, 1,1.01000, -39.5994\n", + " 149,'PARDEE ', 230.0000,1, 2, 1, 1,1.00600, -51.6818\n", + " 150,'SERRANO ', 500.0000,1, 2, 1, 1,1.04129, -50.0775\n", + " 151,'VALLEY ', 500.0000,1, 2, 1, 1,1.03694, -47.7607\n", + " 152,'VINCENT ', 500.0000,1, 2, 1, 1,1.06119, -48.9450\n", + " 153,'VINCENT ', 230.0000,1, 2, 1, 1,0.99489, -51.6324\n", + " 154,'CAMP WIL ', 345.0000,1, 1, 1, 1,1.04289, -2.4160\n", + " 155,'BENLOMND ', 345.0000,1, 1, 1, 1,1.04464, -3.3929\n", + " 156,'BENLOMND ', 230.0000,1, 1, 1, 1,1.04624, -3.9585\n", + " 157,'EMERY ', 345.0000,1, 1, 1, 1,1.03705, 4.8898\n", + " 158,'EMERY ', 20.0000,2, 1, 1, 1,1.05000, 9.6052\n", + " 159,'MONA ', 345.0000,1, 1, 1, 1,1.05596, -2.0072\n", + " 160,'NAUGHTON ', 230.0000,1, 1, 1, 1,1.04453, 0.6143\n", + " 161,'NAUGHT ', 20.0000,2, 1, 1, 1,1.00000, 3.4140\n", + " 162,'PINTO PS ', 345.0000,1, 1, 1, 1,1.03679, -2.4413\n", + " 163,'PINTO ', 345.0000,1, 1, 1, 1,1.04044, -1.4027\n", + " 164,'SPAN FRK ', 345.0000,1, 1, 1, 1,1.03514, -1.0920\n", + " 165,'SIGURD ', 345.0000,1, 1, 1, 1,1.05190, -0.5455\n", + " 166,'TERMINAL ', 345.0000,1, 1, 1, 1,1.03911, -3.4207\n", + " 167,'MALIN3 ', 500.0000,1, 3, 1, 1,1.06106, -19.7689\n", + " 168,'MALIN4 ', 500.0000,1, 3, 1, 1,1.02557, -31.6678\n", + " 169,'MALIN5 ', 500.0000,1, 3, 1, 1,1.06179, -19.0138\n", + " 170,'MALIN6 ', 500.0000,1, 3, 1, 1,1.02702, -31.6971\n", + " 171,'MALIN7 ', 500.0000,1, 3, 1, 1,1.05696, -17.4396\n", + " 172,'MALIN8 ', 500.0000,1, 3, 1, 1,1.03194, -37.1499\n", + " 173,'MIDWAY1 ', 500.0000,1, 2, 1, 1,1.04651, -48.2385\n", + " 174,'MIDWAY2 ', 500.0000,1, 2, 1, 1,1.05458, -49.3078\n", + " 175,'MIDWAY3 ', 500.0000,1, 2, 1, 1,1.04625, -48.2334\n", + " 176,'MIDWAY4 ', 500.0000,1, 2, 1, 1,1.05470, -49.3092\n", + " 177,'MIDWAY5 ', 500.0000,1, 2, 1, 1,1.04598, -48.2211\n", + " 178,'MIDWAY6 ', 500.0000,1, 2, 1, 1,1.05705, -49.2854\n", + " 179,'BURNS2 ', 500.0000,1, 1, 1, 1,0.98437, -6.6858\n", + " 0 /End of Bus data, Begin Load data\n", + " 1,'BL',1, 1, 1, 1750.000, -56.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 3,'BL',1, 1, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 4,'BL',1, 1, 1, 2350.000, -127.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 5,'BL',1, 1, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 7,'BL',1, 1, 1, 239.000, -56.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 8,'BL',1, 1, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 9,'BL',1, 1, 1, 139.700, 23.800, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 10,'BL',1, 1, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 11,'BL',1, 2, 1, 90.000, 70.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 12,'BL',1, 2, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 14,'BL',1, 2, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 15,'BL',1, 2, 1, 793.400, 207.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 16,'BL',1, 1, 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1,1\n", + " 138,'BL',1, 2, 1, 902.300, -11.400, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 139,'BL',1, 2, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 140,'BL',1, 2, 1, 3191.000, 630.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 141,'BL',1, 2, 1, 204.200, -28.200, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 142,'BL',1, 2, 1, 377.400, 64.500, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 143,'BL',1, 2, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 144,'BL',1, 2, 1, 3098.000, 1189.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 147,'BL',1, 2, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 148,'BL',1, 2, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 149,'BL',1, 2, 1, 3118.000, 78.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 150,'BL',1, 2, 1, 1230.000, 72.800, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 151,'BL',1, 2, 1, 406.000, 41.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 153,'BL',1, 2, 1, 1066.000, -10.800, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 154,'BL',1, 1, 1, 457.700, 81.700, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 155,'BL',1, 1, 1, 33.900, 11.900, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 156,'BL',1, 1, 1, 148.000, -7.900, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 157,'BL',1, 1, 1, 116.100, 38.400, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 158,'BL',1, 1, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 159,'BL',1, 1, 1, -62.000, 12.800, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 160,'BL',1, 1, 1, 255.000, 100.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 161,'BL',1, 1, 1, 100.000, 0.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 163,'BL',1, 1, 1, 31.600, 11.500, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 164,'BL',1, 1, 1, 141.200, 71.400, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 165,'BL',1, 1, 1, 379.000, -43.000, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 166,'BL',1, 1, 1, 185.000, 78.500, 0.000, 0.000, 0.000, 0.000, 1,1\n", + " 0 /End of Load data, Begin Fixed shunt data\n", + " 6,'1 ',1, 0.000, -113.000\n", + " 7,'1 ',1, 0.000, 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6900.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, 0.000, 1,1.0000\n", + " 137,'1 ', 982.700, -128.764, 300.000, -300.000,1.02000, 0, 2000.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, 0.000, 1,1.0000\n", + " 139,'1 ', 3195.000, 1032.512, 2000.000, -900.000,1.02000, 0, 6400.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, 0.000, 1,1.0000\n", + " 143,'1 ', 1690.000, 593.821, 900.000, -400.000,1.05000, 0, 3400.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, 0.000, 1,1.0000\n", + " 147,'1 ', 1680.000, 446.627, 700.000, -300.000,1.05000, 0, 3400.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, 0.000, 1,1.0000\n", + " 148,'1 ', 2200.000, 393.721, 600.000, -600.000,1.01000, 0, 4400.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, 0.000, 1,1.0000\n", + " 158,'1 ', 1665.000, -31.368, 9999.000, -9999.000,1.05000, 0, 3300.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, 0.000, 1,1.0000\n", + " 161,'1 ', 445.000, 91.733, 9999.000, -9999.000,1.00000, 0, 900.000, 0.00000E+0, 2.50000E-1, 0.00000E+0, 0.00000E+0,1.00000,1, 100.0, 9999.000, 0.000, 1,1.0000\n", + " 0 /End of Generator data, Begin Branch data\n", + " 2, 7,'1 ', 1.79000E-3, 1.98800E-2, 2.57600, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 4, 16,'1 ', 9.77000E-3, 1.10000E-1, 2.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,2, 0.00, 1,1.0000\n", + " 4, 159,'1 ', 8.11000E-3, 1.36900E-1, 2.43480, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 6, 27,'1 ',-0.00000E+0,-4.08000E-3, 0.00000, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 7, 16,'1 ', 5.00000E-4, 5.30000E-3, 0.08820, 0.00, 0.00, 0.00, 0.00000, 0.00000, 0.00000, 0.00000,1,1, 0.00, 1,1.0000\n", + " 7, 162,'1 ', 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0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 53, 50, 0,'2 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 3.00000E-4, 1.34000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 55, 54, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 1.30000E-4, 1.38600E-2, 100.00\n", + "1.01060, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 55, 54, 0,'2 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 1.30000E-4, 1.38600E-2, 100.00\n", + "1.01060, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 59, 60, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 1.15000E-3, 100.00\n", + "1.01330, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 63, 62, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 2.00000E-4, 2.33800E-2, 100.00\n", + "0.97890, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 65, 64, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 5.00000E-3, 100.00\n", + "1.09000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 67, 66, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 8.90000E-4, 2.99000E-2, 100.00\n", + "0.98730, 0.000, 0.000, 0.00, 0.00, 250.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 68, 67, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 2.00000E-4, 1.18100E-2, 100.00\n", + "1.02380, 0.000, 0.000, 0.00, 0.00, 1008.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 68, 67, 0,'2 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 9.00000E-5, 7.35000E-3, 100.00\n", + "1.02380, 0.000, 0.000, 0.00, 0.00, 1300.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 67, 69, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 1.03400E-2, 100.00\n", + "1.04550, 0.000, 0.000, 0.00, 0.00, 2000.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 71, 70, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 2.21000E-3, 100.00\n", + "1.02340, 0.000, 0.000, 0.00, 0.00, 2500.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 75, 76, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 3.75000E-3, 100.00\n", + "1.09770, 0.000, 0.000, 0.00, 0.00, 5000.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 79, 78, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 2.50000E-3, 100.00\n", + "1.06600, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 83, 84, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 7.20000E-3, 100.00\n", + "1.05000, 0.000, 0.000, 0.00, 0.00, 1500.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 101, 102, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 9.80000E-3, 100.00\n", + "1.05000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 108, 107, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 3.00000E-4, 1.74000E-2, 100.00\n", + "1.11900, 0.000, 0.000, 0.00, 0.00, 840.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 108, 107, 0,'2 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 2.00000E-4, 1.19000E-2, 100.00\n", + "1.11900, 0.000, 0.000, 0.00, 0.00, 1120.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 111, 112, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 2.28100E-2, 100.00\n", + "0.91740, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 112, 113, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 1.00000E-4, 1.74000E-2, 100.00\n", + "1.11900, 0.000, 0.000, 0.00, 0.00, 840.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 115, 116, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 1.81500E-2, 100.00\n", + "0.90910, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 116, 118, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 2.00000E-4, 1.25000E-2, 100.00\n", + "1.11900, 0.000, 0.000, 0.00, 0.00, 1120.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 117, 118, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 4.48000E-3, 100.00\n", + "0.94520, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 137, 138, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 1.51200E-2, 100.00\n", + "0.99600, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 139, 140, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 3.65000E-3, 100.00\n", + "0.97870, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 143, 144, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 5.16000E-3, 100.00\n", + "0.98430, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 144, 145, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 5.00000E-3, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 146, 147, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 9.80000E-3, 100.00\n", + "1.05000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 148, 149, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 1.02600E-2, 100.00\n", + "0.98710, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 152, 153, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 1.14900E-2, 100.00\n", + "1.06310, 0.000, 0.000, 0.00, 0.00, 1120.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 152, 153, 0,'2 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 1.14900E-2, 100.00\n", + "1.06310, 0.000, 0.000, 0.00, 0.00, 1120.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 152, 153, 0,'3 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 1.14900E-2, 100.00\n", + "1.06310, 0.000, 0.000, 0.00, 0.00, 1120.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 155, 156, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 3.00000E-4, 1.81000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 157, 158, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 2.00000E-4, 5.80000E-3, 100.00\n", + "0.98550, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 160, 161, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 5.00000E-4, 1.41000E-2, 100.00\n", + "1.05880, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 163, 162, 0,'1 ',1,1,1, 0.00000E+0, 0.00000E+0,2,' ',1, 1,1.0000\n", + " 0.00000E+0, 1.95000E-2, 100.00\n", + "1.00000, 0.000, 0.000, 0.00, 0.00, 0.00, 0, 0, 1.50000, 0.51000, 1.50000, 0.51000, 159, 0, 0.00000, 0.00000, 0.000\n", + "1.00000, 0.000\n", + " 0 /End of Transformer data, Begin Area interchange data\n", + " 0 /End of Area interchange data, Begin Two-terminal dc line data\n", + " 0 /End of Two-terminal dc line data, Begin VSC dc line data\n", + " 0 /End of VSC dc line data, Begin Impedance correction table data\n", + " 0 /End of Impedance correction table data, Begin Multi-terminal dc line data\n", + " 0 /End of Multi-terminal dc line data, Begin Multi-section line data\n", + " 0 /End of Multi-section line data, Begin Zone data\n", + " 1,'1 '\n", + " 0 /End of Zone data, Begin Inter-area transfer data\n", + " 0 /End of Inter-area transfer data, Begin Owner data\n", + " 1,'1 '\n", + " 0 /End of Owner data, Begin FACTS device data\n", + " 0 /End of FACTS device data, Begin Switched shunt data\n", + " 0 /End of Switched shunt data, Begin GNE device data\n", + " 0 /End of GNE device data\n", + "Q\n" + ] + } + ], + "source": [ + "data = !cat wecc.raw \n", + "print('\\n'.join(data))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Dynamic Data (PSS/E DYR format)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " 3 'GENROU' 1 3.9000 0.32000E-01 0.54000 0.62000E-01\n", + " 2.6400 5.0000 1.8600 1.7800 0.25000\n", + " 0.45300 0.19500 0.14500 1.9714 6.9000 /\n", + " 3 'IEEEST' 1 3 0 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.75000 1.0000 4.2000\n", + " -2.0000 0.10000 -0.10000 0.0000 0.0000 /\n", + " 3 'ESST3A' 1 0.20000E-01 0.30000 -0.20000 8.0000\n", + " 1.0000 5.0000 20.000 0.0000 99.000\n", + " -99.000 1.0000 3.6700 0.43500 6.4800\n", + " 0.10000E-01 0.98000E-02 4.8600 3.3300 0.40000\n", + " 99.000 0.0000 /\n", + " 3 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 5 'GENROU' 1 4.0000 0.32000E-01 0.52000 0.63000E-01\n", + " 2.6100 0.0000 1.8100 1.7300 0.24500\n", + " 0.51000 0.19000 0.14000 1.7850 7.1400 /\n", + " 5 'ST2CUT' 1 1 0 0 0\n", + " 5.5000 0.0000 0.30000E-01 0.0000 10.000\n", + " 10.000 0.40000 0.40000E-01 0.0000 0.0000\n", + " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", + " 0.0000 /\n", + " 5 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 8.2000\n", + " 1.0000 5.0000 50.000 0.0000 99.000\n", + " -99.000 1.0000 3.5600 0.33500 5.8100\n", + " 0.10000E-01 0.77000E-02 5.6000 3.7500 0.40000\n", + " 99.000 0.0000 /\n", + " 5 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 8 'GENROU' 1 8.4000 0.35000E-01 0.46000 0.70000E-01\n", + " 3.4200 0.0000 1.7600 1.5800 0.28500\n", + " 0.48500 0.20500 0.15500 1.8429 6.4500 /\n", + " 8 'ST2CUT' 1 1 0 0 0\n", + " 10.000 0.0000 0.0000 0.0000 3.0000\n", + " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", + " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", + " 0.0000 /\n", + " 8 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", + " 0.20000E-01 50.000 0.20000E-01 9999.0 -9999.0\n", + " 0.0000 0.10000E-01 1.0000 /\n", + " 8 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 10 'GENROU' 1 4.5000 0.40000E-01 0.50000 0.60000E-01\n", + " 2.4500 0.0000 1.7000 1.6500 0.25000\n", + " 0.50000 0.19000 0.14000 1.7850 7.1400 /\n", + " 10 'ST2CUT' 1 1 0 0 0\n", + " 0.0000 0.0000 0.25000E-01 0.0000 0.16000E-01\n", + " 0.16000E-01 0.26000 0.26000E-01 0.26000 0.26000E-01\n", + " 0.0000 0.0000 0.10000 -0.10000 0.0000\n", + " 0.0000 /\n", + " 10 'ESDC2A' 1 0.20000E-01 50.000 0.50000E-01 0.20000E-01\n", + " 0.0000 3.0000 -3.0000 0.0000 0.51200\n", + " 0.70000E-01 1.3000 0.0000 3.9825 0.50000\n", + " 5.3100 1.0490 /\n", + " 10 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 12 'GENROU' 1 4.2000 0.32000E-01 0.60000 0.66000E-01\n", + " 3.5900 0.0000 1.7600 1.6800 0.22000\n", + " 0.40000 0.17500 0.13000 1.9225 7.6900 /\n", + " 12 'ST2CUT' 1 1 0 0 0\n", + " 10.000 0.0000 0.0000 0.0000 3.0000\n", + " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", + " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", + " 0.0000 /\n", + " 12 'EXST1' 1 0.20000E-01 99.000 -99.000 1.0000\n", + " 10.000 75.000 0.20000E-01 9999.0 -9999.0\n", + " 0.0000 0.10000E-01 1.0000 /\n", + " 12 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 14 'GENROU' 1 8.2000 0.33000E-01 0.48000 0.55000E-01\n", + " 3.8300 0.0000 1.9800 1.8500 0.37500\n", + " 0.56700 0.28500 0.22500 1.4800 4.4400 /\n", + " 14 'ST2CUT' 1 1 0 0 0\n", + " 10.000 0.0000 0.0000 0.0000 3.0000\n", + " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", + " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", + " 0.0000 /\n", + " 14 'ESST3A' 1 0.20000E-01 0.20000 -0.20000 6.8000\n", + " 1.0000 5.0000 50.000 0.0000 99.000\n", + " -99.000 1.0000 3.7700 0.12400 6.5200\n", + " 0.10000E-01 0.50000E-02 6.7700 0.0000 0.40000\n", + " 99.000 0.0000 /\n", + " 14 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 17 'GENROU' 1 3.8000 0.31000E-01 0.49000 0.58000E-01\n", + " 2.6300 0.0000 1.6700 0.61000 0.26000\n", + " 0.45300 0.20500 0.14500 1.9714 6.9000 /\n", 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'GENROU' 1 4.1000 0.33000E-01 0.56000 0.62000E-01\n", + " 2.3200 0.0000 2.0700 1.9900 0.28000\n", + " 0.49000 0.21500 0.15500 1.8429 6.4500 /\n", + " 35 'ST2CUT' 1 1 0 0 0\n", + " 10.000 0.0000 0.0000 0.0000 3.0000\n", + " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", + " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", + " 0.0000 /\n", + " 35 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", + " 0.20000E-01 50.000 0.36000 9999.0 -9999.0\n", + " 0.0000 0.30000E-01 1.0000 /\n", + " 35 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 39 'GENROU' 1 9.8000 0.28000E-01 0.20000 0.16000\n", + " 6.4100 0.0000 0.99500 0.56800 0.19500\n", + " 0.56800 0.10000 0.89000E-01 2.2400 11.200 /\n", + " 39 'ST2CUT' 1 1 0 0 0\n", + " 0.0000 0.0000 0.0000 0.0000 15.000\n", + " 15.000 0.0000 0.53000E-01 0.0000 0.53000E-01\n", + " 0.0000 0.0000 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0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 139 'GENROU' 1 5.3000 0.35000E-01 0.50000 0.77000E-01\n", + " 2.8200 0.0000 1.6200 1.5700 0.24500\n", + " 0.37600 0.10000 0.95000E-01 2.1060 10.530 /\n", + " 139 'ST2CUT' 1 3 0 0 0\n", + " 0.0000 0.0000 0.0000 0.0000 29.500\n", + " 29.500 1.5000 0.15000 1.5000 0.15000\n", + " 0.0000 0.0000 0.90000E-01 -0.90000E-01 0.0000\n", + " 0.0000 /\n", + " 139 'ESDC2A' 1 0.20000E-01 20.000 0.50000E-01 0.20000E-01\n", + " 0.0000 3.0000 -3.0000 0.0000 0.60000\n", + " 0.70000E-01 1.3000 0.0000 2.8200 0.32000\n", + " 3.7600 1.0000 /\n", + " 139 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 143 'GENROU' 1 8.0000 0.50000E-01 1.5000 0.60000E-01\n", + " 2.7500 0.0000 1.9500 1.8700 0.34000\n", + " 1.0000 0.29000 0.24000 1.3900 4.1700 /\n", + " 143 'ST2CUT' 1 1 0 0 0\n", + " 0.50000 0.0000 0.42000E-01 0.0000 10.000\n", + " 10.000 1.0000 0.80000E-01 1.7000 0.80000E-01\n", + " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", + " 0.0000 /\n", + " 143 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", + " 0.20000E-01 50.000 0.19000 9999.0 -9999.0\n", + " 0.0000 0.15000E-01 1.0000 /\n", + " 143 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 147 'GENROU' 1 8.4000 0.35000E-01 0.46000 0.70000E-01\n", + " 3.4900 0.0000 1.7600 1.5800 0.28500\n", + " 0.48500 0.20500 0.15500 1.8429 6.4500 /\n", + " 147 'ST2CUT' 1 1 0 0 0\n", + " 5.0000 0.0000 0.29000E-01 0.0000 2.4000\n", + " 2.4000 0.14400 0.40000E-01 0.37700 0.10500\n", + " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", + " 0.0000 /\n", + " 147 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", + " 0.20000E-01 40.000 0.20000E-01 9999.0 -9999.0\n", + " 0.0000 0.10000E-01 1.0000 /\n", + " 147 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 148 'GENROU' 1 4.3000 0.32000E-01 0.43000 0.66000E-01\n", + " 3.0300 0.0000 1.7900 1.7150 0.22000\n", + " 0.44000 0.10000 0.85000E-01 1.8525 7.4100 /\n", + " 148 'ST2CUT' 1 1 0 0 0\n", + " 10.000 0.0000 0.0000 0.0000 3.0000\n", + " 3.0000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", + " 0.15000 0.50000E-01 0.50000E-01 -0.50000E-01 0.0000\n", + " 0.0000 /\n", + " 148 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", + " 0.20000E-01 40.000 0.20000 9999.0 -9999.0\n", + " 0.0000 0.35000E-01 1.7500 /\n", + " 148 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 158 'GENROU' 1 3.9000 0.32000E-01 0.49000 0.62000E-01\n", + " 2.8200 0.0000 1.6400 1.5700 0.24000\n", + " 0.43000 0.18500 0.13000 1.9225 7.6900 /\n", + " 158 'ST2CUT' 1 1 0 0 0\n", + " 8.0800 0.0000 0.30000E-01 0.0000 10.000\n", + " 10.000 0.15000 0.50000E-01 0.15000 0.50000E-01\n", + " 0.0000 0.0000 0.50000E-01 -0.50000E-01 0.0000\n", + " 0.0000 /\n", + " 158 'EXST1' 1 0.20000E-01 99.000 -99.000 1.0000\n", + " 10.000 40.000 0.20000E-01 9999.0 -9999.0\n", + " 0.0000 0.10000E-01 1.0000 /\n", + " 158 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n", + " 161 'GENROU' 1 5.2100 0.42000E-01 1.5000 0.42000E-01\n", + " 3.0100 0.0000 1.7980 1.7780 0.32400\n", + " 0.45000 0.26000 0.19300 1.4800 5.1800 /\n", + " 161 'ST2CUT' 1 1 0 0 0\n", + " 10.000 0.0000 0.30000E-01 0.0000 30.000\n", + " 30.000 0.40000 0.50000E-01 0.40000 0.50000E-01\n", + " 0.0000 0.0000 0.40000E-01 -0.40000E-01 0.0000\n", + " 0.0000 /\n", + " 161 'EXST1' 1 0.20000E-01 99.000 -99.000 0.0000\n", + " 0.20000E-01 50.000 0.10000 9999.0 -9999.0\n", + " 0.0000 0.12000E-01 1.0000 /\n", + " 161 'IEEEG1' 1 0 0 20.000 0.10000\n", + " 0.0000 0.20000 1.0000 -1.0000 0.95000\n", + " 0.0000 0.10000 0.0000 0.0000 0.0000\n", + " 0.0000 0.0000 0.0000 0.30000 0.0000\n", + " 8.7200 0.70000 0.0000 /\n" + ] + } + ], + "source": [ + "data = !cat wecc.dyr\n", + "print('\\n'.join(data))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +}