INCREASING OF HOLOGRAPHIC INTERFEROMETER SENSITIVITY BY DIGITAL METHODS

T. D. Tynyshova, Y. Ismanov
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Abstract

The development of methods for increasing the sensitivity of interferometers intended for studying complex phase media, which are characterized by abrupt changes in internal inhomogeneities, is a very urgent task. The aim of the study, the results of which are presented in the article, is a theoretical analysis of the possibility of improving the sensitivity of the output data of a holographic interferometer using digital methods of processing optical information. The research results showed that the presence of digital information about the object and reference waves and about the interference pattern recorded by the CCD matrix allows performing various mathematical operations on these data, after which they can again be displayed on the screen, i.e., visualized. These operations can be carried out both in the sections from the object to the output plane, and at the output of the system, directly with the intensity distribution, which is fixed by the CCD matrix. A sequence of numerical operations is proposed, which makes it possible to increase the sensitivity of the holographic system by a factor of 2m , where m  0,1, 2, 3,.... It is also shown that the increase in sensitivity according to the indicated scheme is limited only by possible speckle noise, which can worsen the contrast of the fringes of the interference pattern. The proposed method for increasing the sensitivity of the interferometer, in contrast to the known ones, does not rely on hardware changes in interferometric systems, which is associated with high costs, but digitally improves the characteristics of the output data of low-sensitivity interferometers. The results of the work can be used in studies of complex phase media.
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数字方法提高全息干涉仪灵敏度
研究以内部不均匀性突变为特征的复杂相位介质的干涉仪,提高其灵敏度的方法是一项非常紧迫的任务。该研究的目的是对利用数字方法处理光学信息来提高全息干涉仪输出数据灵敏度的可能性进行理论分析。研究结果表明,有了物体和参考波以及CCD矩阵记录的干涉图的数字信息,就可以对这些数据进行各种数学运算,然后再显示在屏幕上,即可视化。这些操作既可以在物体到输出平面的部分进行,也可以在系统的输出部分进行,直接与CCD矩阵固定的强度分布有关。提出了一系列数值运算,使全息系统的灵敏度可以提高2m,其中m0,1,2,3,....结果还表明,根据该方案提高的灵敏度仅受可能存在的散斑噪声的限制,而散斑噪声会使干涉图样的条纹对比度变差。与现有的方法相比,本文提出的方法不依赖于高成本的干涉系统硬件改变,而是通过数字方式改善低灵敏度干涉仪输出数据的特性。所得结果可用于复杂相介质的研究。
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