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Satisfying the Abbe Sine Condition can Result in Inferior Optical Performance

机译:满足阿贝正弦条件可能会导致光学性能下降

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It has been stated that satisfying the Abbe sine condition is not just a good idea; it's the law! And indeed there is a wide-spread perception among optical designers/engineers that an optical design that strictly satisfies the Abbe sine condition is always better than a design that does not satisfy the Abbe sine condition. There is likewise a widespread perception that an aplanatic optical design is always better than a non-aplanatic design. Believe it or not, in this paper on key lessons learned, I will dispel those widespread perceptions by demonstrating that the Abbe sine condition is not a law, and sometimes it is not even a good idea! I will do this by discussing several imaging applications where an optical design strictly satisfying the Abbe sine condition (or an aplanatic design) actually results in optical performance inferior to that of an optical design with the same 1st-order properties that does not satisfy the Abbe sine condition (or the aplanatic condition).
机译:有人说,满足阿贝正弦条件不仅是一个好主意;这是法律!的确,在光学设计者/工程师中,人们普遍认为,严格满足阿贝正弦条件的光学设计总比不满足阿贝正弦条件的设计好。同样,人们普遍认为,非平面设计总是比非平面设计更好。信不信由你,在本文中,我们将通过证明阿贝正弦条件不是法律,有时甚至不是一个好主意,来消除那些普遍的看法!我将通过讨论几种成像应用来做到这一点,在这些应用中,严格满足阿贝正弦条件(或非平面设计)的光学设计实际上会导致其光学性能劣于不满足阿贝的相同一阶特性的光学设计正弦条件(或非平面条件)。

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