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Dynamic response of interacting one-dimensional fermions in the harmonic atom trap: Phase response and the inhomogeneous mobility

机译:谐波中相互作用的一维费米子的动态响应  原子陷阱:相位响应和不均匀的移动性

摘要

The problem of the Kohn mode in bosonized theories of one-dimensionalinteracting fermions in the harmonic trap is investigated and a suitablemodification of the interaction is proposed which preserves the Kohn mode. Themodified theory is used to calculate exactly the inhomogeneous linear mobilityat position z in response to a spatial force pulse at another position. It isfound the inhomogeneous particle mobility exhibits resonances not only at thetrap frequency but also at multiples of a new renormalized collective modefrequency which depends on the strength of the interaction. In contrast, thelocal response obtained by averaging over the pulse position remains that ofthe non-interacting system.
机译:研究了谐波陷阱中一维相互作用费米子的玻化理论中的Kohn模问题,并提出了保留Kohn模的相互作用的适当修改。修改后的理论用于精确计算位置z上响应于另一个位置的空间力脉冲的不均匀线性迁移率。发现不均匀的粒子迁移率不仅在陷阱频率处表现出共振,而且还在新的重新归一化的集体模态频率的倍数上表现出共振,这取决于相互作用的强度。相反,通过对脉冲位置求平均而获得的局部响应仍然是非交互系统的局部响应。

著录项

  • 作者

    Wonneberger W.;

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  • 年度 2006
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"english","id":9}
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