We study the fields in and around inclusions and inhomogeneities in anisotropic solids exhibiting full coupled-field behaviour using Eshelby's pioneering approach. Explicit expressions are obtained for the generalized Eshelby tensors, as are a class of shape-independent relations for the Eshelby tensors. These can be used in the same manner as Eshelby's tensor for elastic inclusions.
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Li et al. (1998) studied this question.
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