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A method for measuring the complex refractive index of a turbid medium

机译:一种测量混浊介质复折射率的方法

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Based on the heterodyne interferometry and Fresnel equations, an alternative method for measuring the complex refractive index of a turbid medium. A light beam is incident on the boundary between a right-angle prism and a turbid medium. The phase difference between s- and p- polarizations of the reflected light occurs. The phase difference depends on then incident angle and the complex refractive index of a turbid medium; their relation can be derived from Fresnel equations. The phase difference can be measured accurately with the heterodyne interferometry. Because there arc two unknown parameters to be estimated, at least the phase differences under two different conditions should be measured. Then, these measured data are substituted into the derived relation, and a set simultaneous equation is obtained. If the simultaneous equation is solved, the complex refractive index can be estimated. Because the reflected light from the boundary is measured, the scattering noises coming from the turbidity of the tested medium can be greatly reduced. In addition, this method has some merits such as simple optical setup, high sensitivity, high stability, and suitability for a little amount of the tested medium in its native state (without dilution).
机译:基于外差干涉测量和菲尔孔方程,一种用于测量混浊介质复折射率的替代方法。光束入射在直角棱镜和混浊介质之间的边界上。发生反射光的S-和P-偏振之间的相位差。相位差取决于入射角和浑浊介质的复折射率;它们的关系可以从菲涅耳方程衍生。可以用外差干涉测量法精确测量相位差。因为距离两个未知参数估计,所以至少应测量两个不同条件下的相位差。然后,这些测量数据被替换为导出的关系,并且获得了一个设置的同时等式。如果解决了同时等式,则可以估计复折射率。因为测量了来自边界的反射光,所以可以大大降低来自测试介质的浊度的散射噪声。此外,该方法具有一些优点,如简单的光学设置,高灵敏度,高稳定性,并且在其天然状态下的少量测试介质(不稀释)。

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