两个点源干涉:同心圆条纹形成的研究

J. I. Thomas
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引用次数: 1

摘要

在这篇短文中,采用Thomas最近发展的基于双曲线的波干涉分析来研究在远处屏幕上捕获的同心圆形条纹,当其平面与两个相干点源连接的线正交时。牛顿环是同心圆条纹的另一个例子,由扩展光源和平凸透镜-玻璃板组合产生。如文献所述,后一种情况的基本几何结构允许估计两个重要的物理参数,即光的波长和液体介质的折射率。这里证明了前一种情况的几何排列原则上也可以用来达到相同的目的。此外,两种类型的圆形条纹图案的标志性区别特征定性和定量阐明。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Two point-source interference: a study of the formation of concentric circular fringes
In this short paper, the hyperbola-based analysis of wave interference recently developed by Thomas is employed to study the pattern of concentric circular fringes captured on a distant screen, when its plane is oriented orthogonal to the line joining two coherent point-sources. Newton’s rings are another instance of concentric circular fringes, generated with an extended source and a plano-convex lens-glass plate combination. The underlying geometry of the latter scenario, as described in the literature, allows for the estimation of two important physical parameters viz. the wavelength of light and the refractive index of a liquid medium. It is demonstrated here that the geometrical arrangement of the former scenario can in principle, be utilized to reach the same ends as well. Additionally, the hallmark distinguishing features of both types of circular fringe patterns are qualitatively and quantitatively elucidated.
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