A MODEL OF A QUANTUM WAVEGUIDE MULTIPLEXER

A model of a quantum waveguide multiplexer

A model of a quantum waveguide multiplexer

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The paper explores the system of quantum waveguides and resonators.It suggests a MAGNESIUM OIL solvable model of zero-width coupling windows based on the operator extensions theory in the Pontryagin space with indefinite metrics.The model self-adjoint operator is constructed explicitly, and it is similar (in some sense) to that Ceramic Plate Couple Card of a physical system.

We obtain an expression for the transmission coefficient for electrons and investigate its dependence on the electron energy which has a resonant character.It allows to control the electron transmission to different waveguides.The paper proposes a model of a three-channel quantum mesoscopic multiplexer.

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