Order parameters for a spherical model of a ferromagnetic; connections to alloy theory

J. Philhours, G.L. Hall
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Abstract

Exact linear equations are obtained that relate the order parameters of a spherical model with arbitrary interactions and arbitrary external field. These linear equations would seem to be a better approximation to the model of a binary alloy than some linear equations previously reported, since the latter are shown to result from making a suitable approximation on the spherical model.

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铁磁球模型的有序参数合金理论的联系
得到了具有任意相互作用和任意外场的球面模型阶参数的精确线性方程。这些线性方程似乎比以前报道的一些线性方程更接近二元合金模型,因为后者是在球形模型上作适当近似的结果。
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HIGHLY EFFICIENT SENSITIZING OF ERBIUM ION LUMINESCENCE IN SIZE-CONTROLLED NANOCRYSTALLINE SI/SIO2 SUPERLATTICE STRUCTURES TWO-MESON ANNIHILATION OF A NUCLEON AND ANTINUCLEON PION CONDENSATION IN A FIELD THEORY CONSISTENT WITH BULK PROPERTIES OF NUCLEAR MATTER Surface tension of nuclear matter Masses of nuclei with Z > N
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