transversely isotropic material meaning in Chinese
横向同性材料
Examples
- In this paper , to counter a flexible beam undergoing large overall motion ima refined plate theory for transversely isotropic materials is derived by using elliott - lodge solutions and lur e operator method . the two possibilities
利用elliott - lodge解和lur e算子方导出了横观各向同性板的精化理论,并考虑了本征根 - 2 . eigenequation about singularity , singular stress fields and electrical displacement fields near the axisymmetric interface edge of two bonded dissimilar transversely isotropic materials are obtained under axisymmetric distortion . 3
然后,考虑电学物理量的影响,将上述特殊有限元法应用于压电/压电以及压电/弹性接合材料界面端奇异性的求解。 - ( 1 ) assuming that the gfrp rods is transversely isotropic material . derive the micro - mechanical model of splitting failure in concrete reinforced with gfrp rods . analysis the stress and its distribution of the cracked concrete around the gfrp rods , finding the relations of the number of cracks and the crack radius and the stress around the interface of concrete and gfrp rods
( 1 )将玻璃钢筋视为横观各向同性材料,推导了gfrp筋增强混凝土劈裂失效的细观力学模型,分析了玻璃钢筋周围混凝土开裂时的应力及其分布情况,得到了裂纹数量、开裂半径与玻璃钢筋/混凝土界面周围应力的定量关系。 - Then we apply the method of incompatible fem and hybrid stress fem into axisymmetric problems of transversely isotropic material . with the penalty equilibrium optimization method , we find a new hybrid stress element special for axisymmetric problems of transversely isotropic material . after several numerical examples , the conclusion is made that the hybrid stress finite element with penalty equilibrium has the best capability among all these elements
本文结合电弹耦合问题的应力杂交元优化条件,第一次提出了电弹耦合问题的轴对称杂交应力元方法,建立了轴对称电弹耦合杂交应力单元列式,得到了一个全新的四节点轴对称电弹耦合杂交应力单元,通过算例可见其实用性和合理性。
Related Words
- transversely
- transversely isotropic
- transversely zygomorphic
- transversely dehiscent
- transversely magnetized
- transversely isotropy
- transversely unstable
- transversely contracted pelvis
- transversely framed hull
- transversely excited mode
- transversely framed vessel
- transversely isotropic
- transversely isotropy
- transversely magnetized