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The problem of the non-linear unsymmetrical bending for cylindrically orthotropic circular thin plate with variable thickness |
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| Authors: | Huang Jiayin Qin Shengli Xu Xiaoping |
| Affiliation: | Department of Physics, Qufu Normal Uiversity, Qufu 273165, P. R. China |
| Abstract: | To begin with, in this paper, the governing equations of the problem of the non-linear unsymmetrical bending for cylindrically orthotropic circular thin plate with variable thickness are derived. By using “the method of two-variable” and introducing four small parameters, the problem of the non-linear unsymmetrical bending for cylindrically orthotropic circular thin plate with linear variable thickness are studied, and the uniformly valid asymptotic solution of Nth-order for ɛ1 and Mth-order for ɛ2 are obtained. |
| Keywords: | orthotropic circular plate with variable thickness non-linear unsymmetrical bending method of two-variable the uniformly valid asymptotic solution |
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