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Quantum charge pumping through fractional fermions in charge density modulated quantum wires and Rashba nanowires

机译:通过电荷密度调制量子线和Rashba纳米线中的分数费米子的量子电荷泵浦

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摘要

We study the phenomenon of adiabatic quantum charge pumping in systems supporting fractionally charged fermionic bound states in two different setups. The first quantum pump setup consists of a charge density modulated quantum wire, and the second one is based on a semiconducting nanowire with Rashba spin-orbit interaction, in the presence of a spatially oscillating magnetic field. In both these quantum pumps transport is investigated in an N-X-N geometry, with the system of interest (X) connected to two normal-metal leads (N), and the two pumping parameters are the strengths of the effective wire-lead barriers. Pumped charge is calculated within the scattering matrix formalism. We show that quantum pumping in both setups provides a unique signature of the presence of the fractional-fermion bound states, in terms of the asymptotically quantized pumped charge. Furthermore, we investigate shot noise arising due to quantum pumping, verifying that the quantized pumped charge corresponds to minimal shot noise.
机译:我们研究了在两种不同设置下支持分数带电荷的铁离子束缚态的系统中的绝热量子电荷泵浦现象。第一种量子泵设置由电荷密度调制的量子线组成,第二种基于存在Rashba自旋轨道相互作用的半导体纳米线,并且存在空间振荡磁场。在这两种量子泵中,均以N-X-N几何形式研究了传输,将感兴趣的系统(X)连接到两个法向金属引线(N),并且两个泵浦参数是有效的引线-引线屏障的强度。在散射矩阵形式中计算抽运电荷。我们表明,在渐近量化的泵浦电荷方面,两种设置中的量子泵浦都提供了分数-费米子束缚态存在的唯一特征。此外,我们研究了由量子泵浦引起的散粒噪声,验证了量化的泵浦电荷对应于最小散粒噪声。

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