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Order—Disorder Phenomena. II. Elastic Constants of a Two‐Dimensional Ising Model

机译:秩序 - 无序现象。II. 二维ISING模型的弹性常数

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The mechanical behavior of an Ising model in which the spins are located on the particles of a compressible lattice has been investigated. Analytical expressions are derived for the spin contribution to all three independent elastic constants of a square ferromagnetic system. It is found that the constant area temperature dependence ofc11(the compressional stiffness constant) is dominated by a term proportional to the configurational specific heat. In contrast, the angle shear constant (denoted byc44) has a spin contribution which is directly proportional to the Ising internal energy. The other shear constantC′ is a more complicated function of temperature, but it is similar toc44in that both constant‐area shear constants have an inflection point of infinite slope atTc.
机译:研究了自旋位于可压缩晶格颗粒上的伊辛模型的力学行为。推导了自旋对方形铁磁体系所有三个独立弹性常数的贡献的解析表达式。研究发现,c11的恒定面积温度依赖性(压缩刚度常数)由与构型比热成正比的项支配。相反,角度剪切常数(用c44表示)具有与伊辛内能成正比的自旋贡献。另一个剪切常数C′是温度的更复杂的函数,但与toc44相似,两个常数&连字符面积剪切常数都具有无限斜率atTc的拐点。

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