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Quantum Noise from a Bohmian perspective: fundamental understanding and practical computation in electron devices

机译:从波希米亚的角度来看量子噪声:基本理解和   电子器件中的实际计算

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摘要

In the literature, the study of electron transport in quantum devices ismainly devoted to DC properties. The fluctuations of the electrical currentaround these DC values, the so-called quantum noise, are much less analyzed.The computation of quantum noise is intrinsically linked (by temporalcorrelations) to our ability to understand/compute the time-evolution of aquantum system that is measured several times. There are several quantumtheories that provide different (but empirically equivalent) ways ofunderstanding/computing the perturbation of the wave function when it ismeasured. In this work, quantum noise associated to an electron impinging upona semitransparent barrier is explained using Bohmian mechanics (which dealswith wave functions and point-like particles). From this result, thefundamental understanding and practical computation of quantum noise withBohmian trajectories are discussed. Numerical simulations of low and highfrequency features of quantum shot noise in a resonant tunneling diode arepresented (through the BITLLES simulator), showing the usefulness of theBohmian approach.
机译:在文献中,量子器件中电子传输的研究主要致力于直流特性。围绕这些DC值的电流波动(所谓的量子噪声)很少进行分析。量子噪声的计算(通过时间相关性)与我们理解/计算量子系统时间演化的能力具有内在联系(通过时间相关性)。测量了几次。有几种量子理论提供了不同的(但在经验上等效)的方式来理解/计算被测波函数的扰动。在这项工作中,使用Bohmian力学(涉及波函数和点状粒子)解释了与撞击在半透明势垒上的电子有关的量子噪声。从这个结果出发,讨论了对具有波门轨迹的量子噪声的基本理解和实际计算。提出了一个共振隧穿二极管中量子散粒噪声的低频和高频特征的数值模拟(通过BITLLES模拟器),从而证明了Bohmian方法的有用性。

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