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Generalized warping and distortional analysis of curved beams with isogeometric methods

机译:等几何法对弯曲梁的广义翘曲和变形分析

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Towards improving conventional beam elements in order to include distortional effects in their analysis, independent parameters have been taken into account in this study. Curved beam's behavior becomes more complex, even for dead loading, due to the coupling between axial force, bending moments and torque that curvature produces. Thus, the importance of simulating geometry exactly arises in order to approximate accurately the response of the curved beam. For this purpose, the isogeometric tools (b-splines and NURBS), either integrated in the Finite Element Method (FEM) or in a Boundary Element based Method (BEM) called Analog Equation Method (AEM), are employed in this contribution for the static analysis of horizontally curved beams of open or closed (box-shaped) cross sections. Responses of the stress resultants, stresses and displacements to static loading have been studied for various cross sections. (C) 2017 Elsevier Ltd. All rights reserved.
机译:为了改进传统的梁单元,以便在其分析中包括变形影响,本研究已考虑了独立的参数。由于轴向力,弯矩和曲率产生的扭矩之间的耦合,即使对于恒载,弯曲梁的行为也变得更加复杂。因此,精确地模拟几何形状的重要性就出现了,以便准确地近似弯曲光束的响应。为此,等值线工具(b样条和NURBS)集成在有限元法(FEM)或基于边界元法(BEM)的模拟方程法(AEM)中,用于实现这一目标。对开放或封闭(箱形)横截面的水平弯曲梁进行静态分析。研究了各种横截面的应力合成,应力和位移对静态载荷的响应。 (C)2017 Elsevier Ltd.保留所有权利。

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