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• W2049200972 abstract "The critical relaxation of the magnetization in a two-dimensional Ising model with quenched random non-magnetic impurities has been studied by numerical simulation. A squared lattice of size 4002 with spin concentrations p=1.0; 0.95, 0,9, 0.85, 0.8, 0.75 and 0.7 was considered. The dynamical critical exponent z was determined by the Monte Carlo method combined with the dynamical renormalization group method. The following values were received for z(p): z(1)=2.24+or-0.07, z(0.95)=2.24+or-0.06, z(0.9)=2.24+or-0.06, z(0.85)=2.38+or-0.05, z(0.8)=2.51+or-0.06, z(0.75)=2.66+or-0.07 and z(0.7)=2.88+or-0.06. A singular dynamic scaling behaviour with z=A' mod ln(p-pc) mod +B' was found for systems with spin concentrations p<or=0.85 near the percolation threshold pc, where A'=0.56+or-0.07 and B'=1.62+or-0.07 are temperature-independent constants." @default.
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• W2049200972 date "1995-03-23" @default.
• W2049200972 modified "2023-09-24" @default.
• W2049200972 title "Critical dynamics of disordered two-dimensional Ising systems: a Monte Carlo study" @default.
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• W2049200972 doi "https://doi.org/10.1088/0305-4470/28/6/011" @default.
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