Abstract
Within the framework of linear-elastic classical laminated plate theory, the problem of an elliptical hole in an infinitely extended unsymmetric laminate is treated. For the underlying non-symmetric layup arbitrary bending extension coupling is admitted and is taken into account by means of a new complex potential approach. The corresponding analytical solution is given for the case of homogeneous in-plane and bending loading of the laminate. The derived solution describes all essential plate quantities in any vicinity of the elliptical hole and it reveals interesting features of the considered bending extension coupling.
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