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Robust algorithm to extract small-wavevector behaviors of two-phase media via the diffusion spreadability.

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Spreadability

This is an algorithm to extract small-wavevector (long-wavelength) behavior of two-point correlations of two-phase media via the diffusion spreadability. It works faster, cleaner and more robust than a direct fit of small wavewectors.

Please see the description of the algorithm in our PRApplied paper, Sec. V: Dynamic Measure of Hyperuniformity and Nonhyperuniformity in Heterogeneous Media via the Diffusion Spreadability

How it works

to compile: javac SpreadabilityClient.java
to run: java -cp . SpreadabilityClient <spreadability_file_name> <$\epsilon$ value>
For example:
java -cp . SpreadabilityClient BCCPhi0x20.spr 1e-6

How to cite

H. Wang, and S. Torquato, Dynamic Measure of Hyperuniformity and Nonhyperuniformity in Heterogeneous Media via the Diffusion Spreadability, Physical Review Applied, 17 034022 (2022).

Or cite us with the following bibtex entry
@article{PhysRevApplied.17.034022,
title = {Dynamic Measure of Hyperuniformity and Nonhyperuniformity in Heterogeneous Media via the Diffusion Spreadability},
author = {Wang, Haina and Torquato, Salvatore},
journal = {Phys. Rev. Applied},
volume = {17},
issue = {3},
pages = {034022},
numpages = {21},
year = {2022},
month = {Mar},
publisher = {American Physical Society},
doi = {10.1103/PhysRevApplied.17.034022},
url = {https://link.aps.org/doi/10.1103/PhysRevApplied.17.034022}
}

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Robust algorithm to extract small-wavevector behaviors of two-phase media via the diffusion spreadability.

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