Abstract
AbstractIn this paper the linear theory of the elastostatics of the homogeneous and isotropic bodies with microstructure having a symmetric stress tensor is considered. The matrix of fundamental solutions ℐ(x, y) of the operator A(∂/∂x) governing this theory is deduced. The stress operator ℐ(∂/∂x, n(x)) is introduced and the expression of the matrix ℐ(∂/∂x, n(x)) Γ(x, y) is given. Finally, some properties of the matrix λ(x, y) = t(ℐ(∂/∂y, n(y)) ℐ(y, x) are given.
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Schedule a callMore From: ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik
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