期刊文献+

Mathieu-Gauss光束的焦开关 被引量:1

Focal Switch Effect of Mathieu-Gaussian Beams
下载PDF
导出
摘要 研究Mathieu-Gauss(MG)光束通过光阑透镜分离系统的焦开关现象.由Collins公式,推导出了MG光束轴上光强分布公式,在此基础上作了大量的数值分析.研究发现,在光束参数和截断参数的适当取值下,MG光束存在焦开关现象.产生焦开关现象的条件是:光阑和透镜相对间距为1,光束参数必须大于其相应的临界值,而截断参数则须在它的两个临界值之间. The focal switch effect of Mathieu - Gauss (MG) beams passing through a system with the aperture and lens separated is studied. The formula predominating the distribution of axial intensity of MG beams is derived. A large number of numerical calculation results are presented. It is shown that the focal switch of MG beams can take place as the beams parameter and truncation parameter are proper. For MG beams the conditions of focal switch are that the relative separation of the aperture and lens is 1, the beam parameter is must bigger than its corresponding critical value and the truncation parameter is must between its two corresponding critical values.
出处 《怀化学院学报》 2007年第2期48-51,共4页 Journal of Huaihua University
关键词 焦开关 Mathieu-Gauss光束 光阑透镜分离系统 focal switch Mathieu- Gauss bems aperture - lens seprted opticl system
  • 相关文献

参考文献7

  • 1A.Chafiq,Z.Hricha,A.Belafhal.Adetailed study of Mathieu-Gauss beams propagation through an apertured ABCD optical system[].Optics Communication.2005
  • 2J.C.Guti啨rrez-Vega,M.A.Bandres.Helmholtz-Gauss waves[].Journal of the Optical Society of America A Optics Image Science and Vision.2005
  • 3Li.Y,Wolf.E.Focal shift infocusedtruncated gaussian beams[].Optics Communication.1982
  • 4Li.Y.Focal shift andfocal switchin dual focus systems[].Journal of the Optical Society of America A Optics Image Science and Vision.1997
  • 5Mart姫nez-Corral.M,Climent.V.Focal switch:a neweffect inlow-Frensnel-number systems[].Applied Optics.1996
  • 6Li.Y,Wolf.E.Focal shifts in diffracted converging spherical waves[].Optics Communication.1981
  • 7J.J.Wen,M.A.Breazeale.Adiffraction beamfield expressed asthe superposition of Gaussian beams[].The Journal of The Acoustical Society of America.1988

同被引文献6

引证文献1

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部