The percolation properties of suitably defined clusters of parallel spins have been studied for two two-dimensional models with frustration: the Ising spin glass and the fully frustrated Ising model. The critical temperatures and some exponents have been estimated by using standard Monte Carlo methods. It is found that the critical exponents are consistent with the random percolation exponents.
Percolation Transition In Systems With Frustration / Cataudella, Vittorio. - In: PHYSICA. A. - ISSN 0378-4371. - STAMPA. - 183:(1992), pp. 249-254. [10.1016/0378-4371(92)90145-G]
Percolation Transition In Systems With Frustration
CATAUDELLA, VITTORIO
1992
Abstract
The percolation properties of suitably defined clusters of parallel spins have been studied for two two-dimensional models with frustration: the Ising spin glass and the fully frustrated Ising model. The critical temperatures and some exponents have been estimated by using standard Monte Carlo methods. It is found that the critical exponents are consistent with the random percolation exponents.File in questo prodotto:
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