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Elementary excitations for the Anderson model at finite temperatures

机译:有限温度下安德森模型的基本激发

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The elementary excitation spectrums for the Anderson model at finite temperatures are calculated by using the Bethe-ansatz solution. The formulation is based on the method of Yang and Yang, which was developed for the one-dimensional boson systems with the δ-function type interaction. We obtain the temperature dependence of the spin and the charge excitation spectrums. When the impurity level lies deeply from the Fermi level and the Coulomb interaction is suitably large, the resonant peak structure develops in the low energy region of the spin excitation spectrum and the hump structure grows around the impurity level of the charge excitation spectrum with decreasing temperature.
机译:使用Bethe-ansatz解计算了有限温度下Anderson模型的基本激发光谱。该公式基于Yang和Yang的方法,该方法是针对具有δ函数类型相互作用的一维玻色子系统而开发的。我们获得了自旋和电荷激发光谱的温度依赖性。当杂质能级距费米能级较深且库仑相互作用适当大时,共振峰结构在自旋激发谱的低能区域中发展,并且峰状结构随着温度降低而在电荷激发谱的杂质能级附近生长。

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