The reduction of image quality in an optical system can depend on different parameters. Some of these parameters are: lens aberration, digitization error and system assembly error. In the field of assembly error, two types of general errors are usually considered: 1) th
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The reduction of image quality in an optical system can depend on different parameters. Some of these parameters are: lens aberration, digitization error and system assembly error. In the field of assembly error, two types of general errors are usually considered: 1) the non-orthogonality of the image curtain and the optical axis, which is often referred to as the prism error. 2) the error of the optical axis of the lens not passing through the center of the image, which is called It is called de-centering error. Among these, the current article aims to study lens aberration and correct and compensate for its aberration along with eccentricity error. For this purpose, the Seidel misdirections are rewritten in the form of modified Zernike moments based on the second type Chebyshev polynomials as separate functions on the Cartesian space. Then, the rewritten moments are modified in such a way that they also model the phase deviation function by considering the eccentricity error. Finally, the coefficients of the introduced model are classified into two classes, symmetric and asymmetric. Then these coefficients are estimated using multispectral analysis. Tri-coherence analysis was used to estimate the coefficients of symmetrical sentences, and bi-coherence analysis was used for the coefficients of asymmetric sentences. The laboratory results confirm the accuracy and efficiency of the proposed solution.
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