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置入线弹性地基内梁的精化理论
  • 所属机构名称：辽宁科技大学
  • 成果类型：会议
  • 相关项目：满足Saint-Venant原理的板的通用边界条件
同会议论文项目
满足Saint-Venant原理的板的通用边界条件
期刊论文 39 会议论文 19
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扭转圆轴的边界条件研究
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径向对称变形的各向异性压电夹杂的奇异性质
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A refined theory of sandwich beams
Edge conditions for piezoelectric semi-infinite strips with mixed edge-data
轴对称横观各向同性热弹性圆柱的精化理论
轴对称压电圆柱体的精化理论
A Refined Theory of Axially Symmetric Deformation of Circular Cylinder in the Axial Magnetic Field
Boundary conditions for axisymmetric circular cylinder of cubic quasicrystal
The exact deformation theory of two-dimensional dodecagonal quasicrystal shaft
The general solution for torsional circular shaft of cubic quasicrystal
拉伸矩形直梁的分解定理
满足Saint-Venant原理的压电板的边界条件
The refined analysis about mechanical behavior for torsional circular shaft of cubic quasicrystal