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Calculation of Short-Range-Order Diffuse Intensity for a Two Dimensional Square Lattice within Cluster Variation Method

机译:聚类变分法中二维方格的短程阶扩散强度计算

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摘要

The Cluster Variation Method (CVM) within the square approximation is employed to calculate Short-Range-Order diffuse intensity spectrum for a binary alloy in a two dimensional square lattice. The peak intensity at 1:1 stoichiometric composition is attained at (k_x, k_y) = (0.5.0.5) in the k-space. The instability temperature determined by the calculation of the Short-Range-Order diffuse intensity coincides with the phase boundary, indicating that the transition is of second-order. The integrated intensity in a Brillouin zone is also calculated to examine the level of the approximation
机译:采用平方近似内的簇变异法(CVM)计算二维正方形晶格中二元合金的短程阶跃散射强度谱。在k空间中,在(k_x,k_y)=(0.5.0.5)处达到1:1化学计量组成的峰强度。由短程扩散强度的计算确定的不稳定性温度与相界一致,表明转变是二阶的。还计算了布里渊区的积分强度,以检查近似水平

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