An exponential approximation for continuum percolation in dipolar hard-sphere fluids. Carlevaro, C. M., Stoico, C., & Vericat, F. Journal of Physics: Condensed Matter, 8(12):1857–1867, 1996.
Paper doi abstract bibtex We consider a generalized mean spherical approximation for the pair-connectedness function of a dipolar hard-sphere fluid. Based on its analytical solution, we propose an exponential approach to the continuum percolation of dipolar fluids. The mean cluster size and the critical percolation density so obtained agree well with previously reported Monte Carlo simulations. The Kirkwood gK factor calculated among connected dipoles, a magnitude that can be taken as a measure of the dipolar ordering inside the cluster, also compares well with the simulation results.
@article{carlevaro1996,
abstract = "We consider a generalized mean spherical approximation for the pair-connectedness function of a dipolar hard-sphere fluid. Based on its analytical solution, we propose an exponential approach to the continuum percolation of dipolar fluids. The mean cluster size and the critical percolation density so obtained agree well with previously reported Monte Carlo simulations. The Kirkwood gK factor calculated among connected dipoles, a magnitude that can be taken as a measure of the dipolar ordering inside the cluster, also compares well with the simulation results.",
author = "C. Manuel Carlevaro and C{\'e}sar Stoico and Fernando Vericat",
doi = "10.1088/0953-8984",
issn = "0953-8984",
journal = "Journal of Physics: Condensed Matter",
localfile = "/home/manuel/f-papers/mc/MC-JPhysCondensMatt-1996.pdf",
number = "12",
pages = "1857--1867",
title = "{An exponential approximation for continuum percolation in dipolar hard-sphere fluids}",
url = "http://iopscience.iop.org/0953-8984/8/12/002/?ejredirect=.iopscience",
volume = "8",
year = "1996"
}
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