刘学杰,李智,张安萍.光能量场分布的MATLAB仿真[J].表面技术,2012,(1):75-78.
LIU Xue-ji,LI Zhi,ZHANG An-ping.Simulation of Distribution of Light Energy Field on MATLAB[J].Surface Technology,2012,(1):75-78
光能量场分布的MATLAB仿真
Simulation of Distribution of Light Energy Field on MATLAB
投稿时间:2011-08-23  修订日期:2012-02-20
DOI:
中文关键词:  物理气相沉积  晶粒尺寸  杨氏干涉  多光源干涉  矢量叠加  MATLAB
英文关键词:physical vapor deposition  grain size  young's interference  multi-sources interference  vector overlay  MATLAB
基金项目:国家自然科学基金(50845065);内蒙古教育厅科研基金(NJ06077);内蒙古自然科学基金重点项目(20102d02)
作者单位
刘学杰 内蒙古科技大学机械工程学院,包头014010 
李智 内蒙古科技大学机械工程学院,包头014010 
张安萍 内蒙古科技大学机械工程学院,包头014010 
AuthorInstitution
LIU Xue-ji Mechanical Engineering school, Inner Mongolia University of Science & Technology, Baotou 014010, China 
LI Zhi Mechanical Engineering school, Inner Mongolia University of Science & Technology, Baotou 014010, China 
ZHANG An-ping Mechanical Engineering school, Inner Mongolia University of Science & Technology, Baotou 014010, China 
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中文摘要:
      为在物理气相沉积过程中获得理想的晶粒尺寸,介绍了一种精确控制纳米晶粒尺寸的微观控制方法,即用光的干涉方法控制能量场分布。利用MATLAB的循环计算能力计算光的矢量叠加,仿真光的干涉,分别对杨氏干涉、三光源干涉以及多光源不同排布的干涉进行分析。经过分析可知:3个或3个以上的光源线性排列时,得到的条纹是将两光源的条纹打碎;而多个光源按正多边形排列的干涉,规律排布区域出现在光源围成的区域中间,3个、4个及6个光源规律排布区域中加强点的间距分别为λ√3,λ√2和2λ;若要得到1cm2 规律排布区域,3个光源与规律排布区域中心的距离为0.1m,4个光源则为1m。
英文摘要:
      In order to obtain the ideal grain size in PVD process, a precise control of nano-grain size of micro-control method, and precise control of grain size of the micro-control method was introduced. Using MATLAB's powerful ability to circulation calculated, and using vector overlay character of light, the interference of light was simulated. the young's interference, the three-source interference and the multi-sources interference were researched and analyzed. By analysis the rule of stripes of interference is got. If the light sources are in a linear arrangement, the stripes will be chaotic. And if the light sources are arranged in regular polygon, the stripes in middle of sources are regular. And the strengths distance of three sources is λ√3, four is λ√2, six is 2λ. If the size of regular area is 1 cm2, the distance of source is 0.1m (threesources) and 1 m (foursources).
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