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Far-from-equilibrium field theory of many-body quantum spin systems: Prethermalization and relaxation of spin spiral states in three dimensions

机译:多体量子自旋系统的远离平衡场理论:自旋和三维自旋螺旋态的弛豫

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摘要

We study theoretically the far-from-equilibrium relaxation dynamics of spin spiral states in the three-dimensional isotropic Heisenberg model. The investigated problem serves as an archetype for understanding quantum dynamics of isolated many-body systems in the vicinity of a spontaneously broken continuous symmetry. We present a field-theoretical formalism that systematically improves on the mean field for describing the real-time quantum dynamics of generic spin-1/2 systems. This is achieved by mapping spins to Majorana fermions followed by a 1/N expansion of the resulting two-particle-irreducible effective action. Our analysis reveals rich fluctuation-induced relaxation dynamics in the unitary evolution of spin spiral states. In particular, we find the sudden appearance of long-lived prethermalized plateaus with diverging lifetimes as the spiral winding is tuned toward the thermodynamically stable ferro- or antiferromagnetic phases. The emerging prethermalized states are characterized by different bosonic modes being thermally populated at different effective temperatures and by a hierarchical relaxation process reminiscent of glassy systems. Spin-spin correlators found by solving the nonequilibrium Bethe-Salpeter equation provide further insight into the dynamic formation of correlations, the fate of unstable collective modes, and the emergence of fluctuation-dissipation relations. Our predictions can be verified experimentally using recent realizations of spin spiral states with ultracold atoms in a quantum gas microscope [ et al., Phys. Rev. Lett. 113, 147205 (2014)].
机译:我们从理论上研究了三维各向同性海森堡模型中自旋螺旋态的远离平衡弛豫动力学。研究的问题是了解自发破碎的连续对称附近孤立多体系统的量子动力学的原型。我们提出了一种场论形式主义,该体系对描述平均自旋1/2系统的实时量子动力学的平均场进行了系统改进。这是通过将自旋映射到马里亚纳费米子,然后将所得的两个粒子不可还原的有效作用进行1 / N扩展来实现的。我们的分析揭示了自旋螺旋态的统一演化中丰富的波动诱导的弛豫动力学。特别是,随着螺旋绕组向热力学稳定的铁磁或反铁磁相调整,我们发现了寿命长短不一的长寿命预热高原的突然出现。出现的预热状态的特征在于,在不同的有效温度下会热填充不同的玻色子模式,以及让人想起玻璃状系统的分层松弛过程。通过求解非平衡Bethe-Salpeter方程发现的自旋自旋相关器可提供对相关性的动态形成,不稳定的集体模式的命运以及涨落-耗散关系的出现的进一步了解。我们的预测可以通过在量子气体显微镜中使用具有超冷原子的自旋螺旋态的最新实现进行实验性验证[等。牧师113,147205(2014)]。

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