首页> 外文期刊>Computer Methods in Applied Mechanics and Engineering >Development of a new, more regular, mortar method for the coupling of NURBS subdomains within a NURBS patch: Application to a non-intrusive local enrichment of NURBS patches
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Development of a new, more regular, mortar method for the coupling of NURBS subdomains within a NURBS patch: Application to a non-intrusive local enrichment of NURBS patches

机译:开发一种新的,更常规的砂浆方法来耦合NURBS贴片中的NURBS子域:应用于NURBS贴片的非侵入式局部富集

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In this work, we develop a mortar method for the coupling of non-conforming NURBS subdomains within a NURBS patch that keeps the benefit of using more regular functions. The idea is to use two Lagrange multipliers to match, across the coupling interface, the tractions coming from the discrete displacements in addition to the discrete displacements. It results in a strategy that is suitable with the continuity of the physical solution: when the physical solution is sufficiently smooth, the strategy enables to represent a C-1 behavior; but, when only a C displacement is expected, no additional errors are introduced since only the traction force is continuous and not the whole derivative fields. Lower stress jumps at the coupling interface can then be observed which allows for a better transition of the information. As an application, a non-intrusive algorithm is also built to solve the proposed coupling method, which enables simple and flexible local enrichments of NURBS patches without losing the interest of using more regular functions. A range of numerical examples in two-dimensional linear elasticity are carried out along with comparisons with other published NURBS coupling techniques to demonstrate the performance of the proposed coupling and its interest when combined to a non-intrusive strategy. (C) 2016 Elsevier B.V. All rights reserved.
机译:在这项工作中,我们开发了用于在NURBS补丁中耦合非合格NURBS子域的迫击炮方法,该方法保留了使用更多常规函数的好处。这个想法是使用两个拉格朗日乘子在整个耦合界面上匹配来自离散位移和离散位移的牵引力。这样就产生了一种适合物理解决方案连续性的策略:当物理解决方案足够平滑时,该策略就可以表示C-1行为;但是,当仅预期C位移时,由于仅牵引力是连续的而不是整个导数场,因此不会引入其他误差。然后可以观察到耦合界面处的应力跳变较小,从而可以更好地传递信息。作为一种应用,还构建了一种非侵入性算法来解决所提出的耦合方法,该方法可以在不失去使用更多常规功能的兴趣的情况下,对NURBS补丁进行简单而灵活的局部富集。进行了二维线性弹性的一系列数值示例,并与其他已发布的NURBS耦合技术进行了比较,以证明所提出的耦合的性能及其与非侵入式策略结合时的兴趣。 (C)2016 Elsevier B.V.保留所有权利。

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