Abstract
This paper presents a linear theory of homogeneous anisotropic elastic plates and shells, established without considering the Love-Kirchhoff assumptions.The boundary conditions on the external bounding surfaces of the shell are rigorously satisfied. No restriction is made as regards the thickness of the shell which permits a study of thick plates and shells. Finally, with the aid of the results obtained in the first part, the problem of anisotropic elastic plates is examined.
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