Abstract
Resistivity and specific heat for arbitrary field and current configurations of strongly anisotropic high- T c superconductors are studied according to the renormalized fluctuation theory and by specifically considering the 2D limit of the layered model and the anisotropic 3D GL model. It is pointed out that the theory can naturally explain phenomena peculiar to strongly anisotropic materials, such as the independence of the resistivity in arbitrary field configuration from the in-plane field component, and so-called Lorentz force-free dissipation and field independence observed in resistivity measurements in the H ⊥ c ⊥ I configuration of BSCCO.
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