Depolarization dyadics are essential for the characterization of electromagnetic fields in source regions. As such they are key ingredients in the formulation of homogenization theories of composite media. Explicit expressions for the depolarization dyadics for a biaxial dielectric anisotropic medium (encompassing orthorhombic, monoclinic and triclinic crystallographic classes) are presented here. The results are expressed in terms of elliptic functions of the first and second kind.
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Werner S. Weiglhofer (1998) studied this question.
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