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Analytical Model of Nonlinear Semi-rigid Frames Using Finite Element Method

机译:使用有限元法的非线性半刚性框架的分析模型

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Performance-based design for a constructional steel frame in nonlinear-plastic region requires an improvement in order to achieve a reliable structural analysis.The need to explicitly consider the nonlinear behaviour of structures makes the numerical modelling approach much more favourable than expensive and potentially dangerous experimental work.The parameters considered in the analysis are not limited to the linear change of geometry and material yielding,but also include the effect of large deformations,geometrical imperfections,load eccentricities,residual stresses,strain-unloading,and the nonlinear boundary conditions.Such analysis requires the use of accurate mathematical modelling and effective numerical procedures for solving equations of equilibrium.With that in mind,this paper presents the mathematical formulations and finite element procedures of nonlinear inelastic steel frame analysis with quasi-static semi-rigid connections.Verification and validation of the developed analytical procedures are conducted and good agreements are obtained.It is an approach that enables the structural behaviour of constructional steel frames to be traced throughout the entire range of loading until failure.It also provides information on the derivation of the structural analysis by using finite element method.
机译:非线性塑料区域的结构钢框架的性能设计需要改进,以实现可靠的结构分析。需要明确地考虑结构的非线性行为使得数值建模方法比昂贵和潜在的危险实验更有利在分析中考虑的参数不限于几何形状和材料的线性变化,而且还包括大变形,几何缺陷,负荷偏心,残余应力,应变卸载和非线性边界条件的效果.Such分析需要使用准确的数学建模和有效数值程序来解决平衡的方程。如上所述,本文介绍了用准静态半刚性连接的非线性内弹性钢框架分析的数学制剂和有限元手术。方法和验证开发的进行了界面的程序,获得了良好的协议。它是一种方法,它能够在整个装载范围内追踪的结构钢框架的结构行为,直到失败。它还通过使用有限元提供了有关结构分析的推导的信息方法。

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