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Bimodal Ising spin glass in two dimensions: The anomalous dimension η

机译:二维双峰伊辛旋转玻璃:异常尺寸η

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摘要

Direct measurements of the spin glass correlation function G(R) for Gaussian and bimodal Ising spin glasses in dimension two have been carried out in the temperature region T ~ 1. In the Gaussian case the data are consistent with the known anomalous dimension value η = 0. For the bimodal spin glass in this temperature region T > T*(L), well above the crossover T*(L) to the ground-state-dominated regime, the effective exponent η is clearly nonzero and the data are consistent with the estimate η ~ 0.28(4) given by McMillan in 1983 from similar measurements. Measurements of the temperature dependence of the Binder cumulant U_4(T,L) and the normalized correlation length ξ(T,L)/L for the two models confirms the conclusion that the two-dimensional (2D) bimodal model has a nonzero effective η both below and above T*(L). The 2D bimodal and Gaussian interaction distribution Ising spin glasses are not in the same universality class.
机译:在温度范围T〜1中,已经对二维高斯和双峰伊辛旋转玻璃的旋转玻璃相关函数G(R)进行了直接测量。在高斯情况下,数据与已知的异常尺寸值η= 0.对于在此温度区域T> T *(L)中远高于基态主导状态的T *(L)的双峰自旋玻璃,有效指数η明显为非零,且数据与麦克米伦(McMillan)在1983年通过类似的测量得出的估计值η〜0.28(4)。对两个模型的Binder累积量U_4(T,L)的温度依赖性和归一化相关长度ξ(T,L)/ L的测量结果证实了二维(2D)双峰模型具有非零有效η的结论低于和高于T *(L)。 2D双峰和高斯相互作用分布Ising自旋眼镜不在同一通用性类别中。

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  • 来源
    《Physical Review. B, Condensed Matter》 |2018年第2期|024203.1-024203.6|共6页
  • 作者

    P. H. Lundow; I. A. Campbell;

  • 作者单位

    Department of Mathematics and Mathematical Statistics, limed University, SE-901 87, Sweden;

    Laboratoire Charles Coulomb (L2C), UMR 5221 CNRS-Universite de Montpellier, Montpellier, France;

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