From 0e76b49315c7255852cf17fbe123e1a769078df0 Mon Sep 17 00:00:00 2001 From: Yu Bao <150118500+ChihayaAnon987@users.noreply.github.com> Date: Mon, 21 Oct 2024 20:12:44 +0800 Subject: [PATCH] =?UTF-8?q?=E8=A1=A5=E5=85=85=E4=B8=A4=E7=A7=8D=E5=A4=AA?= =?UTF-8?q?=E9=98=B3=E8=83=BD=E7=94=B5=E6=B1=A0=E7=89=B9=E6=80=A7=E6=9B=B2?= =?UTF-8?q?=E7=BA=BF=E7=BB=98=E5=9B=BE=20(#31)?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit * 补充两种太阳能电池特性曲线绘图 * Rename 太阳能电池补充.ipynb to 太阳能电池补充(by ChihayaAnon987).ipynb --- ...74\210by ChihayaAnon987\357\274\211.ipynb" | 167 ++++++++++++++++++ 1 file changed, 167 insertions(+) create mode 100644 "Exp11/\345\244\252\351\230\263\350\203\275\347\224\265\346\261\240\350\241\245\345\205\205\357\274\210by ChihayaAnon987\357\274\211.ipynb" diff --git "a/Exp11/\345\244\252\351\230\263\350\203\275\347\224\265\346\261\240\350\241\245\345\205\205\357\274\210by ChihayaAnon987\357\274\211.ipynb" "b/Exp11/\345\244\252\351\230\263\350\203\275\347\224\265\346\261\240\350\241\245\345\205\205\357\274\210by ChihayaAnon987\357\274\211.ipynb" new file mode 100644 index 0000000..4b1c6ee --- /dev/null +++ "b/Exp11/\345\244\252\351\230\263\350\203\275\347\224\265\346\261\240\350\241\245\345\205\205\357\274\210by ChihayaAnon987\357\274\211.ipynb" @@ -0,0 +1,167 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 单晶硅输出特性" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "V = np.array([0, 0.2, 0.4, 0.6, 0.8, 1, 1.2, 1.4, 1.6, 1.8, 2.0, 2.2, 2.32]) # 电压数据\n", + "I_out_1 = np.array([15.8, 15.8, 15.8, 15.7, 15.7, 15.7, 15.6, 15.4, 14.8, 13.4, 10.2, 5.7, 0.024]) # 单晶硅电流数据" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "单晶硅的最大功率: 24.120 mW\n", + "最佳匹配负载电阻: 134.3 Ω\n" + ] + } + ], + "source": [ + "P_1 = V * I_out_1\n", + "max_power_1 = np.max(P_1)\n", + "max_power_index_1 = np.argmax(P_1)\n", + "optimal_voltage_1 = V[max_power_index_1]\n", + "optimal_current_1 = I_out_1[max_power_index_1]\n", + "optimal_resistance_1 = optimal_voltage_1 / optimal_current_1 *1000\n", + "\n", + "plt.figure(figsize=(8, 5))\n", + "plt.plot(V, I_out_1, marker='o', linestyle='-', color='#1f77b4', label='输出电流 I (mA)')\n", + "plt.scatter(V, I_out_1, color='#1f77b4')\n", + "plt.plot(V, P_1, marker='o', linestyle='-', color='#ff7f0e', label='输出功率 P (mW)')\n", + "plt.scatter(V, P_1, color='#ff7f0e')\n", + "plt.rcParams['font.sans-serif'] = ['SimHei']\n", + "plt.rcParams['axes.unicode_minus'] = False\n", + "plt.title('单晶硅输出特性', fontsize=14)\n", + "plt.xlabel('输出电压 U (V)', fontsize=12)\n", + "plt.ylabel('输出电流 I (mA) / 输出功率 P (mW)', fontsize=12)\n", + "plt.legend()\n", + "plt.show()\n", + "\n", + "print(f\"单晶硅的最大功率: {max_power_1:.3f} mW\")\n", + "print(f\"最佳匹配负载电阻: {optimal_resistance_1:.1f} Ω\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 非晶硅输出特性" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "V = np.array([0, 0.2, 0.4, 0.6, 0.8, 1, 1.2, 1.4, 1.6, 1.8, 2.0, 2.2, 2.32]) # 电压数据\n", + "I_out_2 = np.array([1.429, 1.416, 1.395, 1.369, 1.346, 1.314, 1.280, 1.256, 1.207, 1.131, 0.981, 0.553, 0.023]) # 非晶硅电流数据" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "非晶硅的最大功率: 2.036 mW\n", + "最佳匹配负载电阻: 1591.5 Ω\n" + ] + } + ], + "source": [ + "P_2 = V * I_out_2\n", + "max_power_2 = np.max(P_2)\n", + "max_power_index_2 = np.argmax(P_2)\n", + "optimal_voltage_2 = V[max_power_index_2]\n", + "optimal_current_2 = I_out_2[max_power_index_2]\n", + "optimal_resistance_2 = optimal_voltage_2 / optimal_current_2 *1000\n", + "\n", + "plt.figure(figsize=(8, 5))\n", + "plt.plot(V, I_out_2, marker='o', linestyle='-', color='#1f77b4', label='输出电流 I (mA)')\n", + "plt.scatter(V, I_out_2, color='#1f77b4')\n", + "plt.plot(V, P_2, marker='o', linestyle='-', color='#ff7f0e', label='输出功率 P (mW)')\n", + "plt.scatter(V, P_2, color='#ff7f0e')\n", + "plt.rcParams['font.sans-serif'] = ['SimHei']\n", + "plt.rcParams['axes.unicode_minus'] = False\n", + "plt.title('非晶硅输出特性', fontsize=14)\n", + "plt.xlabel('输出电压 U (V)', fontsize=12)\n", + "plt.ylabel('输出电流 I (mA) / 输出功率 P (mW)', fontsize=12)\n", + "plt.legend()\n", + "plt.show()\n", + "\n", + "print(f\"非晶硅的最大功率: {max_power_2:.3f} mW\")\n", + "print(f\"最佳匹配负载电阻: {optimal_resistance_2:.1f} Ω\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Pytorch", + "language": "python", + "name": "pytorch" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.0" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +}