Large deflection problem of thin orthotropic circular plate with variable thickness under uniform pressure |
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| Authors: | Wang Ying-jian |
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| Affiliation: | Dept. of Mechanics, Peking University, Beijing |
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| Abstract: | ![]()
Basic equations for large deflection theory of thin orthotropic circular plate with variable thickness are derived in this paper. The modified iteration method is adopted to solve the large deflection problem of thin orthotropic circular plate with variable thickness under uniform pressure. If  =0, then the solution derived from the result in this paper coincides completely with the result given by J. Nowinski (using perturbation method) for solving large deflection problem of thin orthotropic circular plate with constant thickness under uniform pressure. |
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| Keywords: | time-varying delay systems Markovian jump systems stochastic stability linear matrix inequality H∞ control |
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