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A generalized constitutive elasticity law for GLPD micromorphic materials, with application to the problem of a spherical shell subjected to axisymmetric loading conditions

机译：GLPD微晶材料的广义本构弹性定律，应用于轴对称载荷条件下的球壳问题

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Enakoutsa Koffi;
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1. A generalized constitutive elasticity law for GLPD micromorphic materials, with application to the problem of a spherical shell subjected to axisymmetric loading conditions [J] . Koffi Enakoutsa 力学快报(英文版) . 2014,第002期

机译：GLPD微晶材料的广义本构弹性定律，应用于轴对称载荷条件下的球壳问题
2. An analytic benchmark solution to the problem of a generalized plane strain hollow cylinder made of micromorphic plastic porous metal and subjected to axisymmetric loading conditions [J] . Enakoutsa Koffi Mathematics and mechanics of solids: MMS . 2015,第9期

机译：轴对称载荷条件下微晶塑料多孔金属制成的广义平面应变空心圆柱体问题的解析基准解析解
3. AXISYMMETRICAL BUCKLING BEHAVIOR OF TRUNCATED SHALLOW SPHERICAL SHELLS SUBJECTED TO LINE MOMENT LOADS [J] . Gu SX. International Journal of Solids and Structures . 1995,第15期

机译：线弯矩载荷作用下截断的浅球形球壳的轴对称屈曲行为
4. THE NONLINEAR DYNAMIC RESPONSE OF FUNCTIONALLY GRADED MATERIAL FLAT SPHERICAL SHELLS SUBJECTED TO THERMAL LOADING [C] . DAI Yao, CHONG Xiao, ZHANG Lei, International Symposium on Chemical Engineering and Material Properties . 2012

机译：经受热负荷的功能渐变材料扁平球形壳的非线性动力响应
5. Stress resultant constitutive laws for plates and shells of plastic materials and its applications to sheet metal forming. [D] . Chou, Chih-Hsien. 1991

机译：应力合成的塑料板和壳的本构定律及其在钣金成形中的应用。
6. Subject-specific finite element modelling of the human foot complex during walking: sensitivity analysis of material properties boundary and loading conditions [O] . Mohammad Akrami, Zhihui Qian, Zhemin Zou, -1

机译：步行过程中人足复合体的特定主题有限元建模：材料特性边界和载荷条件的敏感性分析
7. A generalized constitutive elasticity law for GLPD micromorphic materials, with application to the problem of a spherical shell subjected to axisymmetric loading conditions [O] . Koffi Enakoutsa 2014

机译：GLpD微晶材料的广义本构弹性定律，适用于轴对称加载条件下球壳问题

A generalized constitutive elasticity law for GLPD micromorphic materials, with application to the problem of a spherical shell subjected to axisymmetric loading conditions

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