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Study the temperature dependence of Elastic Modulus and Constants of Binary Alloys with Cubic Structure by Statistical Moment Method

机译:统计矩量法研究立方结构二元合金的弹性模量和常数与温度的关系

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The elastic properties of binary alloys with cubic structure have been studied using the analytic free energy formulas derived from the Statistical Moment Method (SMM). The dynamical elastic constants (Cn, C_(12), _C(44)), isothermal bulk modulus (B_T), Youngs modulus (E) and shear modulus (G) of binary alloys with cubic structure are calculated as a function of the temperature taking into account the enharmonic of thermal lattice vibrations. In most cases there is good agreement between this theory and experiment.
机译:使用统计矩量法(SMM)导出的解析自由能公式研究了立方结构二元合金的弹性性能。计算立方二元合金的动态弹性常数(Cn,C_(12),_C(44)),等温体积模量(B_T),杨氏模量(E)和剪切模量(G)作为温度的函数考虑到热晶格振动的谐和。在大多数情况下,该理论与实验之间有很好的一致性。

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