Abstract
AbstractThe power loss and its two constituent terms due to dissipated and reactive energies are developed for a system of a normal conducting wire (two wires) carrying ac current parallel to a high‐temperature type‐II superconducting infinite slab (moving slab) of arbitrary thickness. The reactive term is found to be either capacitively or inductively reactive. When the thickness of the slab tends to infinity it is found that the results will be in good agreement with the previous results. It is found that the loss along the versor of the anisotropy axis increases as λ‖ increases, moreover it is greater than the power loss along the crystal symmetry direction a. In the isotropic case a satisfactory agreement with previous results is achieved.
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