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使用四阶多项式从石英样品的干涉测量中解耦折射率和几何厚度。

Decoupling refractive index and geometric thickness from interferometric measurements of a quartz sample using a fourth-order polynomial.

作者信息

Ince R, Hüseyinoglu E

机构信息

Department of Physics, Faculty of Arts and Science, Yeditepe University, Kayişdaği, Istanbul, Turkey.

出版信息

Appl Opt. 2007 Jun 10;46(17):3498-503. doi: 10.1364/ao.46.003498.

Abstract

A Michelson interferometer setup was used to determine refractive index and thickness of a fused-quartz sample with no knowledge of either parameter. At small angles, < 10 degrees, the interferometer equation follows a fourth-order polynomial in the sample refractive index alone, effectively decoupling the sample thickness from the equation. The incident angle of the He-Ne laser beam versus fringe shift was fitted to the polynomial, and its coefficients obtained. These were used to determine refractive index to within 6 x 10(-4) of the known value with an accuracy of +/- 1.3%. Sample thickness was determined to an accuracy of +/-2.5%. Reproducibility of the rotating table was determined to be +/-2 x 10(-3) degrees.

摘要

使用迈克尔逊干涉仪装置在对熔石英样品的折射率和厚度这两个参数均未知的情况下测定它们。在小于10度的小角度下,干涉仪方程仅遵循关于样品折射率的四阶多项式,有效地将样品厚度从方程中解耦出来。将氦氖激光束的入射角与条纹移动进行多项式拟合,并获得其系数。利用这些系数将折射率测定到与已知值相差6×10⁻⁴以内,精度为±1.3%。样品厚度测定的精度为±2.5%。旋转台的再现性测定为±2×10⁻³度。

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