论文标题
微粒在单层和多层统计上不平坦的表面上的衍射
The Diffraction of Microparticles on Single-layer and Multi-layer Statistically Uneven Surfaces
论文作者
论文摘要
在本文中：a）开发了一种用于计算单层和多层统计上不平衡表面上微粒（尤其是电子和光子）弹性散射（尤其是电子和光子）的弹性散射的方法； b）解释了晶体上基本颗粒的衍射，而没有涉及de Broglie对物质的波特性的观念； c）获得了各种固定随机过程的衍生物的概率密度函数； d）获得颗粒和光子在均匀和各向同性不平均表面上的散射的体积图，并具有高斯，均匀，拉普拉斯，正弦和其他不均匀度分布。
In this article: a) a method is developed for calculating volumetric diagrams of elastic scattering of microparticles (in particular, electrons and photons) on single-layer and multi-layer statistically uneven surfaces; b) the diffraction of elementary particles on crystals is explained without involving de Broglie's idea of the wave properties of matter; c) the probability density functions of the derivative of various stationary random processes are obtained; d) volumetric diagrams of the scattering of particles and photons on homogeneous and isotropic uneven surfaces with Gaussian, uniform, Laplace, sinusoidal, and other distributions of unevenness are obtained.
