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首页> 外文期刊>Advanced Science Letters >Conjugate Gradient Back Analysis of Mechanical Parameters of Box Structure Based on Layered Shell Element
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Conjugate Gradient Back Analysis of Mechanical Parameters of Box Structure Based on Layered Shell Element

机译:基于分层壳单元的箱形结构力学参数共轭梯度反分析

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摘要

Emphasis has long been put on mechanical analysis of box structure and some computational codes besides general FEM software have solved it well. Before mechanical analysis of box structure, mechanical parameters are necessarily input, which indicates the importance of back analysis of mechanical parameters of box structure. Compared with mechanical analysis, little attention has been paid to the back analysis problem. The objective of this present study is to carry out conjugate gradient back analysis of mechanical parameters of box structure based on layered shell element. Firstly from degraded shell element theory, layered shell element is deduced and the displacement function is obtained. Then dynamic Bayesian error function of mechanical parameters of box structure is founded and the corresponding formulas of dynamic Bayesian expectation and variance are derived. After the method of solving the automatic search of step length is put forward, the back analysis computing formulas are also obtained by adopting conjugate gradient method. Then the steps of conjugate gradient back analysis of mechanical parameters of box structure are listed in detail and the corresponding code is compiled. Through analysis of a classic example, the criterion of judging the precision of the known information is gained as well as some other important conclusions about conjugate gradient back analysis of mechanical parameters of box structure.
机译:长期以来,人们一直将重点放在箱体结构的力学分析上,除了通用的FEM软件外,一些计算代码也很好地解决了这一问题。在对箱形结构进行力学分析之前,必须输入力学参数,这表明对箱形结构力学参数进行反分析的重要性。与机械分析相比,对反分析问题的关注很少。本研究的目的是对基于分层壳单元的箱形结构力学参数进行共轭梯度反分析。首先从退化壳单元理论出发,推导了分层壳单元,得到了位移函数。然后建立了箱形结构力学参数的动态贝叶斯误差函数,导出了动态贝叶斯期望值和方差的对应公式。提出了求解步长自动搜索的方法后,还采用共轭梯度法获得了反分析计算公式。然后详细列出了箱形结构力学参数的共轭梯度反分析步骤,并编写了相应的代码。通过对经典实例的分析,得出判断已知信息精度的判据,以及关于箱形结构力学参数共轭梯度反分析的其他重要结论。

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