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Strong-coupling theory for multiband superconductors

机译:多频带超导体的强耦合理论

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We consider a microscopic theory of the strong coupling in multiband superconductors with an arbitrary electron-boson interaction. Based on the method of the equations of motion for two-time Green's functions, we derive the Dyson equation with the self-energy operator in the form of the multiparticle Green's function taking the interaction of electrons with phonons and spin fluctuations into account. We obtain a self-consistent system of equations for the normal and anomalous components of the Green's function and the self-energy operator calculated in the approximation of noncrossing diagrams. We discuss the approximate solution of the system of equations taking only components of the self-energy operator that are diagonal with respect to the band index into account for studying superconductivity in iron-based compounds.
机译:我们考虑具有任意电子-玻色子相互作用的多带超导体中强耦合的微观理论。基于二次格林函数的运动方程方法,我们考虑了电子与声子的相互作用以及自旋涨落,利用多粒子格林函数的形式,利用自能算子推导了戴森方程。我们获得了格林函数的正态和反态方程组的自洽方程组,以及在非交叉图的近似中计算出的自能量算子。为了研究铁基化合物的超导性,我们仅考虑相对于谱带指数成对角线的自能量算符的方程组的方程组的近似解。

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