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Scatter Matrix Appr Non-Station Quant ..

by Moskalets Michael V

Scattering-matrix methods for dynamical quantum transport

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AlbakiReads Editorial

Scattering-matrix methods for dynamical quantum transport

Michael V. Moskalets introduces the scattering-matrix approach to transport in dynamical quantum systems of non-interacting electrons, with an emphasis on mesoscopic systems and their relevance to solid-state devices for quantum information processing. The book gives detailed attention to the quantum pump effect and develops a theory for a dynamical source that injects electrons with delays longer than the electron coherence time. Together, these topics connect a core theoretical framework with specific transport phenomena and the description of quantum circuits using a single-particle source.

Good fit for readers who enjoy

  • Readers studying quantum transport, mesoscopic physics, or scattering-matrix methods.
  • Researchers and advanced students interested in dynamical quantum systems and quantum information devices.
  • Readers seeking a focused treatment of quantum pumping and single-particle electron sources.

Themes

Scattering-matrix approachQuantum transportDynamical mesoscopic systemsQuantum pumpingSingle-particle electron sources

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Book overview

The aim of this book is to introduce the basic elements of the scattering matrix approach to transport phenomena in dynamical quantum systems of non-interacting electrons. This approach admits a physically clear and transparent description of transport processes in dynamical mesoscopic systems promising basic elements of solid-state devices for quantum information processing. One of the key effects, the quantum pump effect, is considered in detail. In addition, the theory for a recently implemented new dynamical source -- injecting electrons with time delay much larger than the electron coherence time -- is offered. This theory provides a simple description of quantum circuits with such a single-particle source and shows in an unambiguous way that the tunability inherent to the dynamical systems leads to a number of unexpected but fundamental effects.
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