2020
DOI: 10.1088/1402-4896/ab99fa
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Analytic solution of the eikonal for a stigmatic singlet lens

Abstract: We present the analytic solution of the eikonal equation for the stigmatic singlet lens. The solution is obtained by applying the homotopy that follows the Fermat principle of the stigmatic singlet lens. An illustrative example is discussed.

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Cited by 11 publications
(1 citation statement)
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“…A third strategy consists in calculating an initial design that is free of certain aberrations and then rely on optimization techniques to balance all aberrations and yield the best overall imaging performance. One can for example start with an initial rotationally symmetric on-axis design, that has been corrected for several aberrations 38 – 41 , then introduce freeform surfaces and iterate from there, while unobscuring the light path in the system by introducing tilts for the optical surfaces. Alternatively, first-order unobstructed, plane-symmetric systems of three or four spherical surfaces can be calculated as starting points 42 , 43 .…”
Section: Introductionmentioning
confidence: 99%
“…A third strategy consists in calculating an initial design that is free of certain aberrations and then rely on optimization techniques to balance all aberrations and yield the best overall imaging performance. One can for example start with an initial rotationally symmetric on-axis design, that has been corrected for several aberrations 38 – 41 , then introduce freeform surfaces and iterate from there, while unobscuring the light path in the system by introducing tilts for the optical surfaces. Alternatively, first-order unobstructed, plane-symmetric systems of three or four spherical surfaces can be calculated as starting points 42 , 43 .…”
Section: Introductionmentioning
confidence: 99%