In this paper, the prism's static imaging relationship and dynamic imaging theory are used to express the influence of the prism on the optical path in an ideal state. At the same time, the influence of manufacturing error and position error of the prism on the optical path is also analyzed and the corresponding action matrix is deduced. The feasibility of using prism deflection to compensate for prism manufacturing error is discussed, which provides a feasible solution to the general problem, and the corresponding theories are illustrated using the right angle prism as an example.
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