作者: Robin Bouclier , Jean-Charles Passieux , Michel Salaün
DOI: 10.1016/J.CMA.2016.05.037
关键词: Domain decomposition methods 、 Linear elasticity 、 Development (differential geometry) 、 Lagrange multiplier 、 Geometry 、 Isogeometric analysis 、 Topology 、 Engineering 、 Displacement (vector) 、 Coupling 、 Range (mathematics)
摘要: In this work, we develop a mortar method for the coupling of NURBS sub-domains within patch that keeps benefit using more regular functions. The idea is to use two Lagrange multipliers match, across interface, tractions coming from discrete displacements in addition displacements. It results strategy suitable with continuity physical solution: when solution sufficiently smooth, enables represent C 1 behavior; but, only 0 displacement expected, no additional errors are introduced since traction force continuous and not whole derivative fields. Lower stress jumps at interface can then be observed which allows better transition information. As an application, non-intrusive algorithm also built proposed method, simple flexible local enrichments patches without loosing interest A range numerical examples two-dimensional linear elasticity carried out along comparisons other published techniques demonstrate performance its combined strategy.