1998
DOI: 10.1364/josaa.15.000945
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Primary aberrations of a thin lens with different object and image space media

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Cited by 23 publications
(16 citation statements)
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“…These curvatures are typically represented by the shape factor (SF), which relates the radii of curvature of the anterior (R 1 ) and posterior (R 2 ) surfaces of the lens. 1 In particular, for a lens immersed in symmetrical refractive index media, coma is linearly proportional to the shape factor variable (Hazra & Delisle, 1998). We found that the corneal contribution to the ocular horizontal coma does not vary with age ( Figure 4a).…”
Section: Coupling Of Aberrations With Age and Alignmentmentioning
confidence: 73%
“…These curvatures are typically represented by the shape factor (SF), which relates the radii of curvature of the anterior (R 1 ) and posterior (R 2 ) surfaces of the lens. 1 In particular, for a lens immersed in symmetrical refractive index media, coma is linearly proportional to the shape factor variable (Hazra & Delisle, 1998). We found that the corneal contribution to the ocular horizontal coma does not vary with age ( Figure 4a).…”
Section: Coupling Of Aberrations With Age and Alignmentmentioning
confidence: 73%
“…However, these two lenses are immersed in a nonsymmetric refractive index media, from air to aqueous and from aqueous to vitreous, and the mathematical formulation differs from the situation when a symmetrical index space is present. An analytical expression for the Seidel coma of a thin lens immersed in a nonsymmetrical index space is given by [29]…”
Section: A Simple Optical Modeling Of the Compensation Effectmentioning
confidence: 99%
“…where n 1 is the refractive index of the object space, h is the height of the marginal ray at the lens, K is the lens power, ū is the angle between the principal ray and the optical axis of the lens, the p i factors are only functions of the refractive indexes of the media (tabulated in [29]) and X and Y are the shape and position factors defined as follows:…”
Section: A Simple Optical Modeling Of the Compensation Effectmentioning
confidence: 99%
“…Therefore, an explanation unrelated to the alignment properties should be proposed. The Seidel primary aberrations theory for a thin lens predicts a change of coma directly proportional to the square of the optical power of the lens and linearly proportional to its shape factor [35]. These two variables suffer variations of opposite sign during accommodation.…”
Section: A Change Of Aberrations With Accommodationmentioning
confidence: 99%