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GBT deformation modes for curved thin-walled cross-sections based on a mid-line polygonal approximation

机译:基于中线多边形近似的弯曲薄壁截面GBT变形模式

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This paper addresses the determination of deformation modes for curved thin-walled cross-sections through the polygonal approximation of the cross-section mid-line, in the framework of Generalised Beam Theory (GBT). A new GBT cross-section analysis procedure is proposed, which discretises the geometry independently of the number of cross-section DOFs considered to obtain the deformation modes. This procedure is more efficient than the classic GBT one, since curved geometries may be accurately described without increasing the number of deformation modes. In particular, polygonal sections with rounded corners can be easily handled. For illustrative purposes, the procedure is applied to several cross-sections with curved walls and it is shown that it leads to accurate results with coarse cross-section DOF discretisations. (C) 2016 Elsevier Ltd. All rights reserved.
机译:本文在通用梁理论(GBT)的框架下,通过横截面中线的多边形逼近来确定弯曲薄壁截面的变形模式。提出了一种新的GBT截面分析程序,该程序离散化几何形状,而与考虑获得变形模式的截面DOF数量无关。该过程比经典GBT更为有效,因为可以在不增加变形模式数量的情况下准确描述弯曲的几何形状。特别地,具有圆角的多边形部分可以容易地处理。为了说明的目的,将该程序应用于具有弯曲壁的多个横截面,并且表明通过粗略的横截面自由度离散化可以得出准确的结果。 (C)2016 Elsevier Ltd.保留所有权利。

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