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Theoretical and Computational Aspects of Scattering from Periodic Surfaces: Two-dimensional Transmission Surfaces Using the Spectral-Coordinate Method

机译：周期表面散射的理论和计算方面：使用光谱坐标法的二维透射表面

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J. DeSanto; G. Erdmann; W. Hereman; B. Krause; M. Misra; E. Swim;
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年度 2001
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1. Theoretical and computational aspects of scattering from periodic surfaces: two-dimensional transmission surfaces using the spectral-coordinate method [J] . DeSanto J., Hereman W., Krause B., Waves in Random Media . 2001,第4期

机译：从周期表面散射的理论和计算方面：使用光谱坐标法的二维透射面
2. Theoretical and computational aspects of scattering from periodic surfaces: two-dimensional perfectly reflecting surfaces using the spectral-coordinate method [J] . DeSanto J., Hereman W., Krause B., Waves in Random Media . 2001,第4期

机译：从周期表面散射的理论和计算方面：使用光谱坐标法的二维完美反射表面
3. Theoretical and computational aspects of scattering from periodic surfaces: one-dimensional transmission interface [J] . DeSanto J., Hereman W., Misra M., Waves in Random Media . 2001,第4期

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4. Analysis of two-dimensional electromagnetic scattering from non-planar periodic surfaces using a strip current model [C] . Boag, A., Leviatan, . 1988

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5. Theoretical and computational study of time dependent scattering on a two-dimensional surface. [D] . Sohn, Michael. 2010

机译：二维表面上时间相关散射的理论和计算研究。
6. Light Transmission in the Human Cornea as a Function of Position across the Ocular Surface: Theoretical and Experimental Aspects [O] . James Doutch, Andrew J. Quantock, Valerie A. Smith, 2008

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7. Theoretical and Computational Aspects of Scattering from Periodic Surfaces: Two-dimensional Perfectly Reflecting Surfaces Using the Spectral-Coordinate Method [O] . J. DeSanto, G. Erdmann, W. Hereman, 2001

机译：从周期表面散射的理论和计算方面：使用光谱坐标法的二维完美反射表面
8. Scattering from Periodic Surfaces with Sinusoidal Height Profile - A Theoretical Approach -Part II. Numerical Evaluation. [R] . whitman, g. m. schwering, f. 1979

机译：具有正弦高度剖面的周期表面散射 - 理论方法 - 第二部分。数值评估。

Theoretical and Computational Aspects of Scattering from Periodic Surfaces: Two-dimensional Transmission Surfaces Using the Spectral-Coordinate Method

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