摘要
本文同时假定平面衍射物的边界函数和边界导数都不为零,而是各为一族函数,解决了基尔霍夫衍射公式的不自洽问题。
Supposing boundary function and boundary derivative are a series of functions, this paper has solved the inner contradictions of Kirchhoff' s diffraction law.
关键词
衍射
边界值
自洽
光波
diffraction, boundary-volue problem, self-harmony