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A new method to validate the usage of Fresnel approximation instead of Kirchhoff diffraction formula for calculations concerning camera systems

机译:验证菲涅耳近似代替基尔霍夫衍射公式用于相机系统计算的新方法

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摘要

The usage of Fresnel diffraction as an approximation of the Kirchhoff formula offers a large variety of advantages concerning diverse calculations for camera systems. However, Fresnel approximations cannot be applied to arbitrary camera systems. For configurations with wide aperture, e.g., the usage of Fresnel approximation is not possible without accepting an unagreeable deviation. It is important to check in advance if a camera system allows such an approximation for the needed calculations. Assuming that focal length f and ground distance g are given quantities, investigations of the real and complex integrands lead to a formula from which the minimal F-number/# (respectively the maximum aperture radius r) is derived, so that Fresnel approximations can still be applied to a system. The analytical results are supported by numerical calculations and audited for three camera configurations outlined for remote sensing.
机译:菲涅耳衍射作为基尔霍夫公式的近似值的使用提供了许多优点,涉及相机系统的各种计算。但是,菲涅耳近似不能应用于任意相机系统。对于具有大孔径的配置,例如,在不接受不可接受的偏差的情况下不可能使用菲涅耳近似。预先检查相机系统是否允许这种近似值对于所需的计算非常重要。假设给定焦距f和地面距离g,对实数和复数被积的研究将得出一个公式,从该公式可得出最小F数/#(分别为最大光圈半径r),因此菲涅耳近似仍可应用于系统。分析结果由数值计算支持,并针对概述用于遥感的三种相机配置进行了审核。

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