Titlebook: Control of Magnetotransport in Quantum Billiards; Theory, Computation Christian V. Morfonios,Peter Schmelcher Book 2017 Springer Internati

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Book 2017ted from confined states. Soft-wall potentials are then employed for efficient and robust conductance switching by isolating energy persistent, collimated or magnetically deflected electron paths from Fano resonances. In a multiterminal configuration, the guiding and focusing property of curved boun

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Directional Magnetotransport Control in Multiterminal Focusing Quantum Billiards, of leads connected by high transmittivity. It is shown that the elliptic boundary is responsible for these very special transport properties. At higher field strengths edge states form and the multiterminal transmission coefficients are determined by the topology of the billiard. The combination of

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Electrons in Low-Dimensional Mesoscopic Systems,nate the properties of current-carrying electrons. Within this mesoscopic?regime, the concept of an ‘open electron billiard’ is introduced as a prototype, idealized nanoelectronic transport device in which quantum coherence is maintained. Under the associated approximations to the system Hamiltonian

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Computational Quantum Transport in Multiterminal and Multiply Connected Structures,sport are derived. To maintain a high flexibility in setup variations, the numerical computation is performed on a tight-binding grid upon which arbitrary device confining potentials can be defined. After a brief review of relevant computational schemes, we introduce the matrix form of the discretiz

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Current Control in Soft-Wall Electron Billiards: Energy-Persistent Scattering in the Deep Quantum R two-terminal transport setup. In particular, the isolation of energetically persistent scattering pathways from the resonant manifold of an elongated electron billiard in the deep quantum regime is demonstrated. This in turn enables efficient conductance switching at varying temperature and Fermi v

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