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Material and Geometric Nonlinear Analysis of Functionally Graded Plate-Shell Type Structures

机译:功能梯度板壳型结构的材料和几何非线性分析

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摘要

A nonlinear formulation for general Functionally Graded Material plate-shell type structures is presented. The formulation accounts for geometric and material nonlinear behaviour of these structures. Using the Newton-Raphson incremental-iterative method, the incremental equilibrium path is obtained, and in case of snap-through occurrence the automatic arc-length method is used. This simple and fast element model is a non-conforming triangular flat plate/shell element with 24 degrees of freedom for the generalized displacements. It is benchmarked in the solution of some illustrative plate- shell examples and the results are presented and discussed with numerical alternative models. Benchmark tests with material and geometrically nonlinear behaviour are also proposed.
机译:提出了一般功能梯度材料板壳型结构的非线性公式。该公式考虑了这些结构的几何和材料非线性行为。使用牛顿-拉夫森增量迭代法,可以获得增量平衡路径,并且在发生快速通过的情况下,将使用自动弧长方法。这个简单而快速的单元模型是不合格的三角形平板/壳单元,对于一般位移具有24个自由度。它以一些示例性板壳示例的解决方案为基准,并使用数值替代模型来介绍和讨论结果。还提出了具有材料和几何非线性行为的基准测试。

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