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Momentum-dependent power law measured in an interacting quantum wire beyond the Luttinger limit

机译:在超过Luttinger极限的相互作用量子线中测得的与动量有关的幂定律

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摘要

Power laws in physics have until now always been associated with a scale invariance originating from the absence of a length scale. Recently, an emergent invariance even in the presence of a length scale has been predicted by the newly-developed nonlinear-Luttinger-liquid theory for a one-dimensional (1D) quantum fluid at finite energy and momentum, at which the particle’s wavelength provides the length scale. We present experimental evidence for this new type of power law in the spectral function of interacting electrons in a quantum wire using a transport-spectroscopy technique. The observed momentum dependence of the power law in the high-energy region matches the theoretical predictions, supporting not only the 1D theory of interacting particles beyond the linear regime but also the existence of a new type of universality that emerges at finite energy and momentum.
机译:迄今为止,物理学中的幂定律始终与源自长度标尺的标尺不变性相关。最近,通过新开发的非线性-Luttinger-液体理论,对于一维(1D)量子流体,在有限的能量和动量下,即使在存在长度尺度的情况下,也已经预测出了不变性,在这种情况下,粒子的波长提供了长度刻度。我们使用传输光谱技术在量子线中相互作用电子的光谱函数中提供了这种新型幂律的实验证据。在高能区中所观察到的幂律的动量依赖性与理论预测相符,不仅支持一维关于线性范围之外的粒子相互作用的理论,而且还支持在有限的能量和动量下出现的新型普遍性。

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