On the absence of Eshelby property for non-ellipsoidal inclusions
Review articleOpen access
Abstract:

AbstractIt is shown that the Eshelby property does not hold for any inclusion bounded by a polynomial surface of higher than the second-degree, or any inclusion bounded by a non-convex surface. Inclusions bounded by segments of two or more different surfaces are also precluded. The absence of the Eshelby property for non-ellipsoidal inclusions is then discussed.

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