平行六面体
椭球体
衍射
圆柱
六方晶系
方向(向量空间)
强度(物理)
光学
最大值和最小值
材料科学
物理
马克西玛
几何学
数学分析
结晶学
数学
化学
艺术
天文
表演艺术
艺术史
作者
Y. Takano,Kuo-Nan Liou,Ping Yang
标识
DOI:10.1016/j.jqsrt.2012.05.007
摘要
Analytical solutions are presented for Fraunhofer diffraction by the following nonspherical particles: rectangular parallelepiped, hexagonal cylinder, spheroid, and threeaxis ellipsoid. Using these solutions, numerical results for the diffracted intensity of these particles in specific orientations and 3-D random orientation for an ensemble of particles of the same size are presented and discussed in terms of their minima and maxima that occur in intensity patterns, which differ substantially from their spherical counterparts.
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