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On linear equations of anisotropic elastic plates

1965
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Quarterly of Applied Mathematics
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Introduction. In a previous paper [1] a generalized Hamilton principle and the associated variational equation of motion are presented for finite elastic deformations. The principle is a generalization of the ordinary Hamilton principle in which only variations of the displacements are admitted. It is also a generalization of the variational principle in elastostatics due to Hu [2]** and Washizu [3], and is similar to the latter in that in both principles variations of the displacements,

doi:10.1090/qam/187498
fatcat:wz3552gihfhs5atxjun6ozffq4