The results show that the higher-order, fast multipole boundary element method can be applied to large problems with high numerical accuracy for engineering designs.
研究结果表明,高阶快速多极边界元法易于分析此类大规模问题,并具有很高的数值计算精度,满足工程设计的要求。
The dispersion and loss characteristics of groove guide with arbitrary shapes are analyzed with high-order finite element method.
本文用高次有限元法分析了任意形状槽波导的色散和损耗特性。
Eigenfrequencies of high order modes in the axial-symmetric cavities are computed with a vector finite element method.
采用矢量有限元方法计算了任意轴对称谐振腔高阶模的本征频率。
应用推荐