论文标题
在离散平面晶格上通过差异的直角衍射
Diffraction by a Dirichlet right angle on a discrete planar lattice
论文作者
论文摘要
研究了在离散的正方形晶格上通过dirichlet直角散射的问题。波由离散的Helmholtz方程控制。以Sommerfeld积分的形式寻找解决方案。该场的Sommerfeld转化物是作为代数函数构建的。该论文是[1]的延续。
A problem of scattering by a Dirichlet right angle on a discrete square lattice is studied. The waves are governed by a discrete Helmholtz equation. The solution is looked for in the form of the Sommerfeld integral. The Sommerfeld transformant of the field is built as an algebraic function. The paper is a continuation of [1].
