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A theory of double exchange in infinite dimensions

机译:无限维双重交换的理论

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This paper gives a simplified model of the double exchange which is a kind of indirect exchange interaction between localized magnetic moments. The presented model is solved exactly in the case of infinite - dimensional space. Equations for single-particle Green's function and magnetization of the localized spins subsystem are obtained. It is shown that our simple double exchange model reveals an instability to the ferromagnetic ordering of localized moments. Magnetic and electric properties of this system on Bethe lattice with z = ∞ are investigated in detail.
机译:本文给出了双重交换的简化模型,它是一种局部磁矩之间的间接交换相互作用。所提出的模型在无限维空间的情况下可以精确求解。获得了单粒子格林函数和局部自旋子系统的磁化强度的方程。结果表明,我们简单的双交换模型揭示了局部矩的铁磁排序的不稳定性。详细研究了z =∞的Bethe晶格上该系统的磁学和电学性质。

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