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arXiv 2308.02402cond-mat.supr-concond-mat.str-el
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热涨落对 d+id 超导相非平凡拓扑的影响

Effect of thermal fuctuations on the nontrivial topology of the d+id superconducting phase

A. G. Groshev, A. K. Arzhnikov

AI总结:

提出基于自洽泛函积分理论的拓扑指数计算方法,发现热涨落和有效吸引力增强扩大了准二维手性d+id超导相中拓扑指数接近整数C1=-2的温度区域,且不改变系统拓扑性质。

摘要:

研究了表征具有非平凡拓扑的准二维系统超导相性质的拓扑指数的行为,其取决于有效非厄米哈密顿量的温度和参数。为此,提出了一种基于自洽泛函积分理论的拓扑指数计算方法。该方法能够考虑热涨落,并研究拓扑指数随温度和哈密顿量参数变化的行为。考虑了三角晶格最近邻格点上电子间存在有效吸引力的准二维模型的手性 d+id 超导相。结果表明,考虑热涨落后自能部分能量依赖性中出现的特征结构,其结构并不导致系统拓扑性质的改变。发现热涨落以及该系统中有效吸引力的增强,均有助于扩大拓扑指数值接近整数 C1=-2 的温度区域。

英文摘要:

The behavior of the topological index, characterizing the properties of superconducting phases of quasi-two-dimensional systems with nontrivial topology, is investigated depending on the temperature and parameters of the effective non-Hermitian Hamiltonian. For this purpose, a method of calculating the topological index, based on a self-consistent functional-integral theory, is proposed. The method makes it possible to take into account thermal fluctuations and study the behavior of the topological index as a function of temperature and Hamiltonian parameters. The chiral d+id superconducting phase of a quasi-two-dimensional model with effective attraction between the electrons located at the nearest sites of a triangular lattice is considered. It is shown that the characteristic features in the energy dependence of the self-energy part, which arise when thermal fluctuations are taken into account, have a structure that does not lead to a change in the topological properties of the system. It is found that thermal fluctuations, as well as an increase in effective attraction in this system, contribute to the expansion of the temperature region, in which the value of the topological index is close to the integer C1=-2.

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