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Beskrivning
To construct approximate solutions, a variational method is employed as the basis for computational procedures where the Finite Element Method is applied. To avoid artificial stiffening effects, various integration types are applied, and the solutions generated are subsequently verified with closed-form solutions for monolithic limiting cases.
Introduction.- Theory of Planar Surface Continua.- Multilayered Surface Continua.- Variational Formulation.- Finite Element Implementation.- Convergence and Verifictaion.- Application.- Summary and Outlook.