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Finite element response sensitivity analysis using three-field mixed formulation: General theory and application to frame structures

机译:使用三场混合公式的有限元响应灵敏度分析:一般理论及其在框架结构中的应用

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摘要

This paper presents a method to compute response sensitivities of finite element models of structures based on a three-field mixed formulation. The methodology is based on the direct differentiation method (DDM), and produces the response sensitivities consistent with the numerical finite element response. The general formulation is specialized to frame finite elements and details related to a newly developed steel-concrete composite frame element are provided. DDM sensitivity results are validated through the forward finite difference method (FDM) using a finite element model of a realistic steel-concrete composite frame subjected to quasi-static and dynamic loading. The finite element model of the structure considered is constructed using both monolithic frame elements and composite frame elements with deformable shear connection based on the three-field mixed formulation. The addition of the analytical sensitivity computation algorithm presented in this paper extends the use of finite elements based on a three-field mixed formulation to applications that require finite element response sensitivities. Such applications include structural reliability analysis, structural optimization, structural identification, and finite element model updating. Copyright (c) 2006 John Wiley & Sons, Ltd.
机译:本文提出了一种基于三场混合公式计算结构有限元模型响应灵敏度的方法。该方法基于直接微分法(DDM),并产生与数值有限元响应一致的响应灵敏度。通用公式专门用于框架有限元,并提供了有关新开发的钢-混凝土复合框架单元的详细信息。 DDM灵敏度结果通过前向有限差​​分法(FDM)进行验证,该方法使用了承受准静态和动态载荷的真实钢-混凝土组合框架的有限元模型。基于三场混合公式,使用整体式框架单元和具有可变形剪切连接的复合框架单元构建所考虑结构的有限元模型。本文介绍的分析灵敏度计算算法的增加将基于三场混合公式的有限元的使用扩展到了需要有限元响应灵敏度的应用中。这些应用包括结构可靠性分析,结构优化,结构识别和有限元模型更新。版权所有(c)2006 John Wiley&Sons,Ltd.

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