Abstract
In this paper a theory of the upper critical magnetic field, [ital H][sub [ital c]2], of anisotropic superconductors is discussed. This theory allows the calculation of the angular dependence of [ital H][sub [ital c]2] in anisotropic systems with arbitrary impurity content. The model includes an electron-phonon-coupling anisotropy by use of a Fermi-surface-harmonics expansion. For simplicity, the model is restricted to the case of weak anisotropies. The key features of the model are discussed numerically using a simple separable model anisotropy.
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