We find the deformation and stresses in an infinite rod of an electric conducting material with square normal cross-section, carrying uniform electric current and subjected to an external, initially uniform magnetic field. The complete solution of the uncoupled problem is obtained using a boundary integral method. The results are discussed in detail.

Deformation of an elastic magnetizable square rod due to a uniform electric current inside the rod and an external transverse magnetic field

Placidi L
2016-01-01

Abstract

We find the deformation and stresses in an infinite rod of an electric conducting material with square normal cross-section, carrying uniform electric current and subjected to an external, initially uniform magnetic field. The complete solution of the uncoupled problem is obtained using a boundary integral method. The results are discussed in detail.
2016
Boundary integrals
electric current
long rod
magnetic vector potential
Maxwell stress
plane problem
thermo-magneto-elasticity
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12607/61878
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