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NURBS-based modeling of laminated composite beams with isogeometric displacement-only theory

机译:基于NURBS的层状组合梁的纯等几何位移理论建模

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摘要

This paper develops a formulation for displacement-only beam elements based on isogeometric analysis, with intended application to laminated composite members. The main purpose of the current study was to overcome some deficiencies of commonly used beam theories, such as shear-locking, the lacking relevance of isotropic materials for multi-layer composites, the incompatibility with other continuum elements, and the limited continuity in interpolation. A bi-variable non-uniform rational B-spline (NURBS) beam element with complete plane-stress elasticity terms and geometrical expressions was developed. Shear-locking, interlaminar stresses, the deep-beam situation, and vibration features were evaluated for several aspect ratios, ply orientations, and NURBS degrees, in order to verify the efficiency and accuracy. h-, p- and k-refinements were used to improve the displacement field. The validity of the solutions was measured based on results from plane-stress finite element analysis, and compared to the alternative Carrera unified formulation. Results show that the isogeometric displacement-only beam theory can provide the interlaminar stress distribution, gives high accuracy for mid and high-range eigen-frequencies, and avoids the shear-locking phenomenon.
机译:本文基于等几何分析开发了仅位移梁单元的公式,旨在应用于层压复合材料构件。当前研究的主要目的是克服一些常用的梁理论的缺陷,例如剪切锁定,多层复合材料各向同性材料缺乏相关性,与其他连续体元素的不兼容以及插值的连续性有限。开发了具有完整的平面应力弹性项和几何表达式的双变量非均匀有理B样条(NURBS)梁单元。为了验证效率和准确性,对几个纵横比,层方向和NURBS度进行了剪切锁定,层间应力,深梁情况和振动特征的评估。 h,p和k细化用于改善位移场。根据平面应力有限元分析的结果测量解决方案的有效性,并将其与替代Carrera统一公式进行比较。结果表明,仅等几何位移的梁理论可以提供层间应力分布,对中,高范围本征频率具有较高的精度,并且避免了剪切锁定现象。

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