Cluster Analysis for Percolation on Two Dimensional Fully Frustrated System
Giancarlo Franzese
TL;DR
This paper investigates the percolation properties of clusters in a two-dimensional fully frustrated Ising model using numerical simulations, providing insights into critical exponents, cluster distribution, and fractal dimensions.
Contribution
It offers new numerical analysis of percolation behavior in 2D fully frustrated systems, including critical exponents and fractal dimensions.
Findings
Critical exponents determined
Cluster distribution characterized
Fractal dimension of percolative clusters calculated
Abstract
The percolation of Kandel, Ben-Av and Domany clusters for 2d fully frustrated Ising model is extensively studied through numerical simulations. Critical exponents, cluster distribution and fractal dimension of percolative cluster are given.
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