2006
DOI: 10.1117/12.674372
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Simple mathematical representation of toroidal surfaces

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Cited by 2 publications
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“…LANDGRAVE et al proposed equations for the sagitta, the unit normal vector, and the principal curvatures of a toroidal surface appropriate for all tracing purposes. He also derived equations corresponding to a revolving curve shaped like a conic section, based on which the equations corresponding to a toric surface can be readily deduced [11]. Further, it has been observed that (i) an ellipsoid is a better than spherical, toric, or parabolic lenses in approximation of the corneal surface in the human eye, and (ii) contact lenses with inner elliptical surfaces exhibit marked improvements in terms of comfort of the wearer and durability [12].…”
Section: Introductionmentioning
confidence: 99%
“…LANDGRAVE et al proposed equations for the sagitta, the unit normal vector, and the principal curvatures of a toroidal surface appropriate for all tracing purposes. He also derived equations corresponding to a revolving curve shaped like a conic section, based on which the equations corresponding to a toric surface can be readily deduced [11]. Further, it has been observed that (i) an ellipsoid is a better than spherical, toric, or parabolic lenses in approximation of the corneal surface in the human eye, and (ii) contact lenses with inner elliptical surfaces exhibit marked improvements in terms of comfort of the wearer and durability [12].…”
Section: Introductionmentioning
confidence: 99%