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首页> 外文期刊>Journal of Lasers, Optics & Photonics >Applied Physics 2019: Thermodynamic potential in the spin polaron formulation - Marcielow Jocson Callelero - University of San Carlos
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Applied Physics 2019: Thermodynamic potential in the spin polaron formulation - Marcielow Jocson Callelero - University of San Carlos

机译:应用物理学2019:旋转极化子配方中的热力学潜力 - Marcielow Jocson Callelero - 圣卡洛斯大学

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The thermodynamic potential is calculated in this work using the linked cluster expansion theory in the spin polaron formulation. We implement this in the finite temperature (Matsubara) green???s function method in a representation, where holes are described as spinless fermions and spins as normal bosons. The spins are characterized by the hard core bosonic operators in linear spin wave theory by the way of the Holstein-Primakoff transformation. The hole-spin wave interaction in the Spin Polaron Hamiltonian resembles the classical polaron problem and is used as the interaction term in the S-matrix expansion. The cumulants in the expansion of the thermodynamic potential is obtained using the Feynman diagrammatic techniques and this is done for normal state cuprates without vertex corrections. This is expressed in terms of the first order spin wave green???s function and self-energy term.
机译:在旋转极化子制剂中使用链接的聚类膨胀理论,在这项工作中计算热力学电位。我们在有限温度(Matsubara)绿色的函数方法中实现这一点在表示中,其中孔被描述为无棘无纺光的码头并旋转作为常规磁孔。旋转的特征在于通过Holstein-Primakoff变换的方式在线性旋转波理论中的硬核振动算子。旋转偏振子Hamiltonian中的孔旋转波相互作用类似于经典的极性问题,并用作S矩阵扩展中的交互项。使用Feynman图解技术获得了热力学电位的膨胀中的累积剂,并且这是针对没有顶点校正的正常状态铜蛋白完成。这就是首次旋转波浪绿色的函数和自能术语表示。

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