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Three-Dimensional Rail-Current Distribution Near the Armature of Simple, Square-Bore, Two-Rail Railguns

Beno

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Abstract

Vector potential is solved as a three dimensional, boundary value problem for a conductor geometry consisting of square-bore railgun rails and a stationary armature. Conductors are infinitely conducting and perfect contact is assumed between rails and the armature. From the vector potential solution, surface current distribution is inferred.

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What this paper is about

Vector potential is solved as a three dimensional, boundary value problem for a conductor geometry consisting of square-bore railgun rails and a stationary armature. Conductors are infinitely conducting and perfect contact is assumed between rails and the armature. From the vector potential solution, surface current distribution is inferred.

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Available abstract

Vector potential is solved as a three dimensional, boundary value problem for a conductor geometry consisting of square-bore railgun rails and a stationary armature. Conductors are infinitely conducting and perfect contact is assumed between rails and the armature. From the vector potential solution, surface current distribution is inferred.

Key concepts: Railgun, Armature (electrical engineering), Square (algebra), Engineering, Electrical engineering, Mathematics, Geometry, Electromagnetic coil

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Three-Dimensional Rail-Current Distribution Near the Armature of Simple, Square-Bore, Two-Rail Railguns — Research Paper | ScholarLens