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The Numerical Steepest Descent Path Method for Calculating Physical Optics Integrals on Smooth Conducting Quadratic Surfaces

机译：平滑导电二次曲面上物理光学积分的数值最速下降路径法

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作者
Yu Mao Wu; Li Jun Jiang; Senior Member; Wei E. I. Sha; Weng Cho Chew;
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年度 2016
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入库时间 2022-08-20 20:59:40

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1. The Numerical Steepest Descent Path Method for Calculating Physical Optics Integrals on Smooth Conducting Quadratic Surfaces [J] . Wu, Y.M., Jiang, IEEE Transactions on Antennas and Propagation . 2013,第8期

机译：光滑导体二次表面上物理光学积分的数值最陡下降路径方法
2. The Two-Dimensional Numerical Steepest Descent Path Method for Calculating the Physical Optics Scattered Fields From Different Quadratic Patches [J] . Zhang Nan, Wu Yu Mao, Jin Ya-Qiu, IEEE Transactions on Antennas and Propagation . 2020,第3期

机译：用于计算不同二次补丁的物理光学散射字段的二维数值速度下降路径方法
3. Computing highly oscillatory physical optics integral on the polygonal domain by an efficient numerical steepest descent path method [J] . Wu Y.M., Jiang L.J., Chew W.C. Journal of Computational Physics . 2013,第Null期

机译：通过有效的数值最陡下降路径方法计算多边形域上的高振荡物理光学积分
4. Reducing computational workload of physical optics scattered fields from quadratic surfaces by the numerical steepest descent path method [C] . Wu, Yu Mao, Chew, Weng Cho URSI General Assembly and Scientific Symposium . 2014

机译：数值最速下降路径法减少二次曲面物理光学散射场的计算量
5. Steepest descent methods on systems of ordinary differential equations [D] . O'Connor, R. J. 2014

机译：常微分方程组的最速下降方法
6. A topological study of gravity free-surface waves generated by bluff bodies using the method of steepest descents [O] . Philippe H. Trinh -1

机译：利用陡峭下降法由钝体产生的重力自由表面波的拓扑研究
7. The numerical steepest descent path method for calculating physical optics integrals on smooth conducting quadratic surfaces [O] . Jiang L, Wu Y, Chew WC, 2013

机译：数值最速下降路径法计算光滑导电二次曲面上的物理光学积分

The Numerical Steepest Descent Path Method for Calculating Physical Optics Integrals on Smooth Conducting Quadratic Surfaces

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