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PROBLEMS OF APPLICATION OF HIERARCHICAL MODELLING, DISPLACEMENT FEM AND A POSTERIORI RESIDUAL ERROR ESTIMATION TO STATIC AND DYNAMIC ADAPTIVE ANALYSIS OF COMPLEX STRUCTURES

机译:层次建模,位移有限元和后验误差估计对复杂结构的静态和动态自适应分析问题

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The paper addresses the main problems of implementation of the idea of hierarchical modelling in the scope of displacement finite element methods and of application of the a posteriori residual error estimation to adaptive analysis of complex structures. These structures consist of solid, thin- and thick-walled parts and transition zones as well. Our presentation is limited to linear static and linear dynamic (modal) analyses. The main source of the problems under consideration is incompatibility of the various mechanical models forming hierarchy of models for complex structures, locking, improper solution limit and boundary effect sensitivity of the displacement finite element formulation, and similar sensitivity of the a posteriori error estimation by the Element Residual Methods. The elaborated methods of overcoming the mentioned problems are elucidated, if available. For those of the problems which have not been resolved yet, the suggested methods are indicated and their potential for overcoming the problems are thoroughly discussed.
机译:本文介绍了在位移有限元方法范围内实施分层建模的思想的主要问题,以及在复杂结构的自适应分析中应用后的后验误差估计。这些结构也由固体,薄厚度和厚壁覆盖的零件和过渡区组成。我们的演示范围仅限于线性静态和线性动态(模态)分析。所考虑的问题的主要来源是形成复杂结构,锁定,不正确的溶液限制和位移有限元配方的界限局限性和边界效应敏感性的各种机械模型的不相容性,以及由后验误差估计的类似灵敏度元素残余方法。如果有的话,克服了克服了提到的问题的详细方法。对于尚未解决的问题的情况,表明了建议的方法,并彻底讨论了克服问题的可能性。

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