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Nonlinear Finite Element Analysis of Framed Shear Walls

机译:框架剪力墙的非线性有限元分析

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An extensive experimental and theoretical research has been carried out at the Structural Research Laboratory,rnUniversity of Houston (UH), to study the behavior of RC framed shear walls. Fourteen one-third scale specimens werernsystematically tested under reversed cyclic loading. The envelopes of the load-deformation responses were accuratelyrnpredicted by a non-linear finite element program called FEAPRC. FEAPRC was developed at UH by modifying the wellknownrnfinite element code FEAP for specific application to concrete structures. In FEAPRC, the analysis of crackedrnreinforced concrete elements utilizes the new smeared constitutive laws established in the Fixed-Angle Softened TrussrnModel (FA-STM). These constitutive laws include the smeared stress-strain relationships of concrete in compression and inrntension, as well as the smeared stress-strain relationship of steel bars embedded in concrete. The smeared constitutive lawrnof cracked concrete in shear, which was derived recently in a rational manner, was also verified.
机译:在休斯敦大学(UH)的结构研究实验室进行了广泛的实验和理论研究,以研究RC框架剪力墙的性能。在反向循环载荷下系统地测试了十四个三分之一的标本。载荷-变形响应的包络线是通过称为FEAPRC的非线性有限元程序准确预测的。 FEAPRC是由UH通过修改众所周知的有限元代码FEAP专门用于混凝土结构而开发的。在FEAPRC中,对开裂的钢筋混凝土构件的分析利用了在固定角度软化的桁架模型(FA-STM)中建立的新的涂抹本构定律。这些本构定律包括压缩和拉伸中混凝土的拖尾应力-应变关系,以及埋在混凝土中的钢筋的拖尾应力-应变关系。还验证了最近以合理的方式得出的涂有剪切的本构拉诺夫开裂混凝土。

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