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Entropy scaling

Molecular simulation and analysis code for excess entropy computed by integrating the radial distribution function, using the Wang–Frenkel (WF) potential.

This is the code behind the study of finite-size effects in excess entropy obtained from RDF integration. The WF parameters used here are α = 1 and λ = 0.5.

Contents

  • MC/ — Monte Carlo simulation inputs and run scripts
  • WF/ — Wang–Frenkel potential definition and parameters
  • GRintegrate/ — excess entropy by direct integration of g(r)
  • GRintegrate-derivatives/ — derivative-based variant of the integration
  • GRanalytical/ — analytical reference expressions for g(r)
  • test/ — test cases

Background

The excess entropy of a fluid can be obtained from the pair distribution function via the two-body term of the entropy expansion. Because g(r) is computed in a finite periodic box, the resulting excess entropy carries a system-size dependence. This repository contains the simulations and integration routines used to quantify and correct that dependence.

Citation

Raju, D.; et al. Finite-size effects of the excess entropy computed from integrating the radial distribution function. Molecular Physics (2025). https://doi.org/10.1080/00268976.2025.2456115

License

MIT — see LICENSE.

About

Excess entropy from integrating the radial distribution function, using the Wang-Frenkel potential: Monte Carlo simulations and the integration routines behind the finite-size effects study.

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