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- W51490151 abstract "The paper designs a general stability theory for discretized shell structures based on step-wise numerical solution techniques. To this purpose the nonlinear principle of virtual work is transformed into its incremental subprinciple and finally discretized. The resulting equation for Kelvin-Voigt-material, usually denoted as tangential equation of motion, turns out to be a sufficient and suitable basis for the numerical evaluation of arbitrary nonlinear responses including their instability phenomena." @default.
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- W51490151 date "1990-01-01" @default.
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- W51490151 title "Fundamentals of Numerical Algorithms for Static and Dynamic Instability Phenomena of Thin Shells" @default.
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- W51490151 doi "https://doi.org/10.1007/978-3-642-84045-6_5" @default.
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