Abstract
The thermal stability of composite superconductors with uniformly distributed current under composite finite transverse heat conduction has been investigated within the continuous medium model. The critical disturbance energies which specify the upper limit of allowed heat generation uniformly distributed along the cross-section have been calculated. The velocities of the normal zone along the wire at its irreversible propagation over the composite have been defined. The calculations performed for a current-carrying elements of circular cross-section depending on cooling intensity and transverse dimensions have been compared with early results for a one-dimensions model.
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