SELF-CONSISTENT CORRELATED PERCOLATION

ZHANG ZHAO-QING

doi:10.7498/aps.31.1576

Abstract
The critical properties of a quenched site-correlated percolation system is treated by real-space renormalization group method. We chose the nearest-neighbour short-range order a as the correlation parameter. By treating the correlated probability self-consistently, we found, in two dimension, there is only one nontrivial physical fixed point and the correlation is an irrelevant parameter at random percolation fixed point, which is consistent with other correlated percolation models.
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ZHANG ZHAO-QING

1.
中国科学院物理研究所
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Vol. 31, Issue 11 - 1982-06-05

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