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Accurate determination of solid and liquid dispersions from spectra channeled with the Fabry-Perot interferometer

机译:从法布里-珀罗干涉仪传输的光谱中准确测定固体和液体分散体

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The band spacing of the fringes of equal chromatic order of a thin Fabry-Perot interferometer is compared when this interferometer contains air, a solid, or a liquid. This comparison enables the dispersion of the group velocity of light in these media to be known accurately to 2.4 parts in one thousand. The Sellmeier dispersion function is used to deduce the refractive indices with the same degree of accuracy. The order-transformation method is used to find the exact order values from the roughly known optical thickness. The exact order values for air and the sample are used to find the refractive index accurately to approximately 3 x 10↑(-5). A least-squares fitting of the accurate experimental data to the Sellmeier dispersion function enables the coefficients of the latter to be more precisely defined for solids such as glass and mica and for liquids such as glycerin and distilled water. The atomic parameters such as the density of states and the absorption wavelengths in the ultraviolet region of the spectrum for the given samples are deduced from the more precisely found Sellmeier coefficients. # 1997 Optical Society of America
机译:当该干涉仪包含空气,固体或液体时,比较薄Fabry-Perot干涉仪等色阶条纹的带距。这种比较使得光在这些介质中的群速度的色散可以精确地知道为千分之2.4。 Sellmeier色散函数用于以相同的精确度推导折射率。阶跃变换方法用于从大致已知的光学厚度中找到确切的阶跃值。空气和样品的精确阶次值用于精确找到约3 x 10↑(-5)的折射率。将准确的实验数据进行最小二乘拟合,可以针对诸如玻璃和云母之类的固体以及诸如甘油和蒸馏水之类的液体来更精确地定义后者的系数。给定样品的原子参数,例如状态密度和光谱紫外区域的吸收波长,是从更精确找到的塞勒迈尔系数推导出来的。 #1997美国眼镜学会

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