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Structural Analysis Using Shear Deformation Theories Having Nonpolynomial Nature: A Review

机译:结构分析采用剪切变形理论具有非生物性质:综述

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摘要

A large number of articles are available on behaviour of composite structures, smart structures, and structures of functionally graded materials. Analytical as well as FEM solutions can be observed in existing literatures. The past works are comprised of various shear deformation theories. However, the subject of usage of nonploynomial shear deformation theories is an emerging area of research and has relatively less number of published literatures. Significant works which are relevant to this area are cited in this paper. Advantages of using nonploynomial shear deformation theories are discussed. The excellent precision as well as efficacy of generalized formulation involving nonploynomial shear deformation theories brands this study relevant. Critical observations are made from the review of open literature.
机译:大量物品可用于功能渐变材料的复合结构,智能结构和结构的行为。 在现有文献中可以观察到分析以及有限元解决方案。 过去的作品包括各种剪切变形理论。 然而,使用正式剪切变形理论的使用主题是一个新兴的研究领域,并且具有相对较少数量的公开文献。 本文引用了与该地区相关的重大作品。 讨论了使用正规剪切变形理论的优点。 优异的精确度以及涉及涉及正式剪切变形理论品牌的普遍配方的功效本研究相关。 批判性观察是根据开放文学的审查制定的。

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