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An Exact Closed Formula of a Spin-spin Correlation Function of the Two-Dimensional Ising Model with Finite Size

机译:二维Ising模型的自旋-自旋相关函数的精确封闭式

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摘要

Some expressions of spin-spin correlation functions of the two-dimensional Ising model in the thermodynamic limit have been obtained, however, so far, no one correlation function that can show long range order of the model with finite size has been obtained. The purpose of this paper is to fill this gap. We present an exact closed formula for the correlation functions of the farthest pairs of spins in a column of the two-dimensional rectangular Ising model with periodic-free boundary condition and finite size by the spinor analysis method. The concrete expression correct to order of magnitude of such correlation functions is presented, from which it is shown clearly how long range order emerges as the decrease of the temperature. Some properties are discussed.
机译:已经获得了二维伊辛模型在热力学极限中的自旋-自旋相关函数的一些表达式,但是,到目前为止,还没有一个可以显示有限尺寸模型的长范围阶数的相关函数。本文的目的是填补这一空白。我们通过旋转子分析方法,给出了具有无周期边界条件和有限尺寸的二维矩形Ising模型的一列中最远旋转对的相关函数的精确封闭公式。给出了与这种相关函数的量级相对应的具体表达式,从中可以清楚地显示出随着温度的降低,多长时间范围出现。讨论了一些属性。

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