Computer aided contact lens design and fabrication using spline surfaces
OwnerBrian A. Barskyinventor
Life of this patent
Estimating the term…
Loading patent…
OwnerBrian A. Barskyinventor
Estimating the term…
A method of computer-aided contact lens design and fabrication uses spline-based mathematical surfaces without restrictions of rotational symmetry. The spline encompasses any piecewise function with any associated constraints of smoothness or continuity. The method comprises some or all of the following steps: data acquisition, three-dimensional mathematical surface model construction, posterior surface description, ray tracing for anterior surface, and peripheral edge system (PES) design. The result is a mathematical or algorithmic description of a contact lens. Based on the more powerful mathematical representation of splines, these contact lenses can have posterior surfaces that provide a good fit to corneas having complicated shapes. This enables the design and fabrication of lenses (including soft lenses) with good optics for irregularly shaped corneas.
A method of contact lens design using one or a plurality of piecewise functions that satisfy a set of associated constraints of smoothness, where the contact lens is specified by said piecewise functions, and where said method is applicable to rotationally symmetric surfaces or non-rotationally symmetric surfaces or both rotationally symmetric and non-rotationally symmetric surfaces.
A contact lens whose shape is described by one or a plurality of piecewise functions with associated constraints of smoothness, where the set of possible surfaces described by said functions includes but is not limited to rotationally symmetric surfaces.
A system for contact lens fabrication using one or a plurality of piecewise functions that satisfy a set of associated constraints of smoothness, where the contact lens is specified by said piecewise functions, and where said method is applicable to rotationally symmetric surfaces or non-rotationally symmetric surfaces or both rotationally symmetric and non-rotationally symmetric surfaces:
Dependencies are inferred from the claim text.