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Boundary Diffraction Waves at Multiple Fresnel-Kirchhoff Diffraction

机译:多个菲涅耳-基尔霍夫衍射的边界衍射波

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摘要

The theory of boundary diffraction wave is generalized to the case of multiple Fresnel-Kirchhoff diffraction on several sequentially situated holes (screens). The generalized boundary wave is the sum of boundary diffraction waves with different multiplicities described by integrals whose maximal multiplicity is equal to the number of obstacles. It is shown that the proposed generalized boundary wave method provides a multiple time gain in calculations, as compared to the aperture integration method. Results of numerical calculations agree with experimental dependences.
机译:边界衍射波的理论被推广到在几个顺序排列的孔(屏幕)上进行多次菲涅耳-基尔霍夫衍射的情况。广义边界波是具有最大多重度等于障碍物数量的积分描述的具有不同多重度的边界衍射波的总和。结果表明,与孔径积分方法相比,所提出的广义边界波方法在计算中提供了多个时间增益。数值计算结果与实验相关性吻合。

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