弹性楔接头 elasticwedgejoint
Finally, the effects of different water entry parameters on global motion and local deformation of elastic wedge are discussed.
然后改变楔形体的入水参数建立不同的模型,分别进行数值计算,并且分析了入水参数对自由入水的弹性楔形体的整体运动和局部变形的影响。
参考来源 - 物体入水问题的分析研究及其在船舶与海洋工程中的应用·2,447,543篇论文数据，部分数据来源于NoteExpress
结果再次表明经典力学中的弹性楔佯谬解对应的是哈密顿体系下辛几何的约当型解。
It shows further that solution of the special paradox in classical elasticity is just Jordan canonical form solutions in symplectic space under Hamiltonian system.
主要的研究成果如下：在极坐标辛对偶体系下重新求解了各向同性弹性楔体所有佯谬问题的解析解。
Major contributions are as follows: All paradox problems in the isotropic elastic wedge are re-solved in analytical forms under a symplectic dual polar coordinate system.
研究了材料中楔型向错偶极子与界面裂纹的弹性干涉效应。
The elastic interaction between a wedge disclination dipole and an interfacial crack was investigated.
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