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Experimental validation of a stable method of moments procedure in time domain for the scattering from arbitrarily shaped conducting bodies

机译：时域矩量程序稳定方法对任意形状导体的散射的实验验证

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Manara G; Monorchio A;
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年度 2000
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1. Experimental validation of a stable method of moments procedure in time domain for the scattering from arbitrarily shaped conducting bodies [J] . Giuliano Manara, Agostino Monorchio Radio Science . 2000,第4期

机译：时域矩量程序稳定方法对任意形状导体的散射的实验验证
2. Method of Moments Solution of Electromagnetic Scattering Problems Involving Arbitrarily-Shaped Conducting/Dielectric Bodies Using Triangular Patches and Pulse Basis Functions [J] . Mackenzie A. I., Rao S. M., Baginski M. E. Antennas and Propagation, IEEE Transactions on . 2010,第2期

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3. Solution of time domain electric field integral equation for arbitrarily shaped dielectric bodies using an unconditionally stable methodology [J] . Young-seek Chung, Tapan K. Sarkar, Baek Ho Jung Radio Science . 2003,第3期

机译：使用无条件稳定方法求解任意形状介电体的时域电场积分方程
4. MOMENT METHOD SOLUTION IN TIME DOMAIN FOR ARBITRARILY SHAPED CONDUCTING WIRE STRUCTURES [C] . AL-MAJDI KADHUM, QI MING International Conference on Informatics and Control Technologies 2006(ICT2006) . 2006

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5. A HYBRID EQUATION APPROACH FOR THE SOLUTION OF ELECTROMAGNETIC SCATTERING PROBLEMS INVOLVING ARBITRARILY SHAPED INHOMOGENEOUS DIELECTRIC BODIES (MOMENT METHODS, COMPUTER TECHNIQUE). [D] . GONG, ZHENGQUAN. 1985

机译：解决涉及任意形状的非均质介电体的电磁散射问题的混合方程方法（矩方法，计算机技术）。
6. Arbitrary shaped beam scattering from a chiral-coated conducting object with arbitrary monochromatic illumination [O] . Mingjun Wang, Huayong Zhang, Xizheng Ke, -1

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7. New Basis Functions for the Electromagnetic Solution of Arbitrarily-shaped, Three Dimensional Conducting Bodies using Method of Moments [O] . Baginski, Michael E., Mackenzie, Anne I., Rao, Sadasiva M. 2008

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Experimental validation of a stable method of moments procedure in time domain for the scattering from arbitrarily shaped conducting bodies

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