Flux Control in Networks of Diffusion Paths | Zendy

A. I. Zhmoginov and N. J. Fisch | Zendy

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Flux Control in Networks of Diffusion Paths

Author(s) -

A. I. Zhmoginov and N. J. Fisch

Publication year - 2009

Publication title -

osti oai (u.s. department of energy office of scientific and technical information)

Language(s) - English

Resource type - Reports

DOI - 10.2172/959138

Subject(s) - intersection (aeronautics) , stability (learning theory) , point (geometry) , control theory (sociology) , aerodynamics , mathematics , computer science , diffusion , control (management) , engineering , mechanics , physics , aerospace engineering , geometry , artificial intelligence , machine learning , thermodynamics

A class of optimization problems in networks of intersecting diffusion domains of a special form of thin paths has been considered. The system of equations describing stationary solutions is equivalent to an electrical circuit built of intersecting conductors. The solution of an optimization problem has been obtained and extended to the analogous electrical circuit. The interest in this network arises from, among other applications, an application to wave-particle diffusion through resonant interactions in plasma

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