机译:等几何分析中用于二次和三次样条的简化的Bezier元素正交规则
Department of Civil Engineering, University of Minnesota, Twin Cities, USA,Institute for Computational Engineering and Sciences, The University of Texas at Austin, USA,Department of Civil Engineering, University of Minnesota, 500 Pillsbury Drive S.E., Minneapolis, MN 55455, USA;
Institute for Computational Engineering and Sciences, The University of Texas at Austin, USA;
Institute for Computational Engineering and Sciences, The University of Texas at Austin, USA;
Isogeometric analysis; Reduced quadrature rules; Gauss-Lobatto integration; Monomial quadrature rules;
机译:等张线分析中张量积和分层精修样条的最优和简化正交规则
机译:具有宏积分单元和二次样条的基于正交的超收敛等几何频率分析
机译:奇数样条空间的最佳正交规则及其在基于张量积的等几何分析中的应用
机译:分段三次贝塞尔曲线从三次B样条曲线中提取形状特征点
机译:结构应用等几何分析的非均匀有理B样条和有理Bézier三角形
机译:改用DOTS间歇疗法以降低HIV感染患者的死亡率之前的每日抗结核治疗的最佳持续时间:使用受限三次样条的持续时间响应分析
机译:在等几何分析中降低了二次和三次样条的Bézier元素积分规则
机译:基于NURBs的等几何分析获取近似最优求积规则的简单算法