| Theoretical Solution of Elastic Rectangular Thin Plate with Opposite Boundary Completely Clamped Support and Others Free |
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| 作者姓名： | ZHONG Yang~ YIN Jian-Hua~ |
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| 摘 要： | In this paper,the analytical solutions for an elastic rectangular thin plate with opposite boundary completely clamped support and others free were derived by a Symplectic geometry method.Due to the fact that the basic elasticity equations of the thin plate were only used,it was not necessary to select the deformation function arbitrarily.Therefore,the solutions in this paper are much more general mathematically.In order to prove the validity of the formulations,numericam results were presented to be compared with those derived by other references.
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| 关 键 词： | Opposite boundary clamped supported and others free elastic rectangular thin plate Symplectic Geometry Method analytical solution |
| 修稿时间： | 2005/5/26 0:00:00 |
Theoretical Solution of Elastic Rectangular Thin Plate with Opposite Boundary Completely Clamped Support and Others Free |
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| ZHONG Yang,YIN Jian-Hua.Theoretical Solution of Elastic Rectangular Thin Plate with Opposite Boundary Completely Clamped Support and Others Free[J].Storage & Process,2005(6):29-32. |
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| Authors: | ZHONG Yang YIN Jian-Hua |
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| Institution: | ZHONG Yang~,YIN Jian-Hua~ |
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| Abstract: | In this paper,the analytical solutions for an elastic rectangular thin plate with opposite boundary completely clamped support and others free were derived by a Symplectic geometry method.Due to the fact that the basic elasticity equations of the thin plate were only used,it was not necessary to select the deformation function arbitrarily.Therefore,the solutions in this paper are much more general mathematically.In order to prove the validity of the formulations,numericam results were presented to be compared with those derived by other references. |
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| Keywords: | Opposite boundary clamped supported and others free elastic rectangular thin plate Symplectic Geometry Method analytical solution |
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