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Design of temporal basis functions for Time Domain Integral Equation methods with predefined accuracy and smoothness

机译：具有预定义精度和平滑度的时域积分方程方法的时基函数设计

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Wout E. van t; Ven H. van der; Heul D.R. van der; Vuik C.;
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年度 2012
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1. Design of Temporal Basis Functions for Time Domain Integral Equation Methods With Predefined Accuracy and Smoothness [J] . van t Wout E., van der Heul D. R., van der Ven H., Antennas and Propagation, IEEE Transactions on . 2013,第1期

机译：预定义精度和平滑度的时域积分方程方法的时间基函数设计
2. STABLE SOLUTION OF TIME DOMAIN INTEGRAL EQUATION METHODS USING QUADRATIC B-SPLINE TEMPORAL BASIS FUNCTIONS [J] . M. Y. Xia, G. H. Zhang, G. L. Dai, Journal of Computational Mathematics . 2007,第3期

机译：基于二次B样条时间基函数的时域积分方程的稳定解
3. Time Domain Analysis of Electromagnetic Scattering Problems by Using Integral Equation Method With Space-Delayed Temporal Basis Functions [J] . Zha L.P., Fan Z.H., Ding D.Z., Antennas and Propagation, IEEE Transactions on . 2014,第11期

机译：时空基础函数积分方程法的电磁散射问题时域分析
4. Time domain integral equation solvers using curvilinear RWG spatial basis functions and quadratic B-spline temporal basis functions [C] . Zhang G.H., Xia M.Y. Microwave Conference, 2008. APMC 2008 . 2008

机译：使用曲线RWG空间基函数和二次B样条时间基函数的时域积分方程求解器
5. Integral Accuracy and the Stability of Time Domain Integral Equations for Electromagnetic Scattering [D] . Li, Jielin. 2018

机译：电磁散射时域整体方程的积分精度和稳定性
6. Optimal Control of Time-Delay Fractional Equations via a Joint Application of Radial Basis Functions and Collocation Method [O] . Shu-Bo Chen, Samaneh Soradi-Zeid, Hadi Jahanshahi, 2020

机译：通过径向基函数和搭配方法的关节应用优化时滞分数方程的最佳控制
7. The accuracy of temporal basis functions used in the Time Domain Integral Equation method [O] . Wout E. van t, Ven H. van der, Heul D.R. van der, 2011

机译：时域积分方程法中使用的时基函数的精度

Design of temporal basis functions for Time Domain Integral Equation methods with predefined accuracy and smoothness

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