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ABCD optical system and the fractional Fourier transform

机译:ABCD光学系统和分数阶傅里叶变换

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摘要

A general and systematic analysis about the relationship between ABCD optical systems and the fractional Fourier transform (FRT) is provided. It is shown that the FRT can be implemented with an ABCD system but usually different scaling factors for the input and output functions must be used. The requirement for the property of direct additivity of the FRT order is derived for a cascade system; and the method of finding the final order of the FRT for a general cascade ABCD system by using the similarity theorem is discussed. As an application example of the results, and approach to observation of the FRT of continuously variable orders with a scale invariant input is demonstrated.
机译:提供了有关ABCD光学系统和分数阶傅里叶变换(FRT)之间关系的一般系统分析。结果表明,可以用ABCD系统来实现FRT,但是通常必须对输入和输出功能使用不同的缩放因子。对于级联系统,得出了FRT阶的直接可加性的要求。讨论了利用相似性定理求出通用级联ABCD系统FRT最终阶数的方法。作为结果的一个应用实例,展示了一种观察尺度不变输入的连续可变阶次FRT的方法。

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