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Customized z-lens design program

a technology of z-lens and design program, applied in the field of customized z-lens design program, can solve the problems of many people experiencing distortion when looking off-center outside the central region, and problems such as vision problems

Inactive Publication Date: 2010-08-05
OPHTHONIX
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  • Summary
  • Abstract
  • Description
  • Claims
  • Application Information

AI Technical Summary

Benefits of technology

The method achieves reduced distortion and improved image quality by optimizing the wavefront across the entire lens, providing better vision correction and minimizing aberrations, even when looking off-center, by using a combination of low and high-order aberration correction techniques.

Problems solved by technology

Vision problems are caused by aberrations of the light rays entering the eyes.
In particular, one considerable disadvantage of traditional lens manufacturing is that that many people experience distortion when looking off-center outside the central region, commonly called “swim”.

Method used

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Examples

Experimental program
Comparison scheme
Effect test

example 1

Simple Alignment Tolerant Lens

[0057]For purposes of this example, lower case bold letters denote matrices (or equivalently, images), which describe either the two-dimensional (single-surface) lens as a optical-path delay (OPD) map, or a two-dimensional wavefront, also as an OPD map.[0058]ai,j Corrected wavefront aberration in the (i,j)th position.[0059]i, j Indices ith horizontal and jth vertical positions.[0060]n, m Indices of matrix elements.[0061]L Total number of pixels on side of (square) pupil and aberration matrices.[0062]N Total number of pixels on side of (square) spectacle OPD matrix.[0063]p, Pupil aberration OPD,[0064]pi,j pupil aberration in the (i,j)th position if it changes with gaze.[0065]s Spectacle OPD over entire range of lens, e.g. 50 mm diameter[0066]g Matrix describing weighting of error over pupil[0067]zk k-th (sampled) Zernike wavefront matrix[0068]w(i,j), Weighting over angle,[0069]wk(i,j) Weighting over angle for the kth Zernike term[0070]f Objective functio...

example 2

Simple Rotation and Alignment Tolerant Lens Design

[0090]This Example uses a method for optimizing the correction “programmed” onto a higher-order contact lens. Contact lenses can be designed to be in a certain orientation, but can still rotate with respect to this orientation and can slide as well so as to become decentralized. The unpredictable rotation and decentration of the lens during normal wearing can be addressed. Given a range of rotations and decentrations, the contact lens design is optimized to improve vision throughout the entire range by minimizing the total wavefront error summed over the ranges. The optimum over decentrations may be computed as in Equation (7) provided in Example 1. The optimum over rotations is computed as follows.

The error discriminant is:

f=∑θw(θ)∑n,m[p(n,m)+s(ncosθ+msinθ,-nsinθ+mcosθ)]2(9)

The optimal result is similar conceptually to the decentration case.

s=-1∑θw(θ){∑θw(θ)p(ncosθ-msinθ,nsinθ+mcosθ)}(10)

[0091]In a specific embodiment of the subject...

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Abstract

Embodiments of the invention pertain to a method for producing a spectacle lens with optimal correction across the entire lens taking into account the patient's complete measured wavefront. Specific embodiments can also take into account one or more additional factors such as vertex distance, SEG height, pantoscopic tilt, and use conditions. The lens wavefront can be achieved by optimizing a corrected wavefront, where the corrected wavefront is the combined effect of the patient's measured wavefront and the lens wavefront. The optimization of the corrected wavefront can involve representing the measured wavefront and the lens wavefront on a grid. In an embodiment, the grid can lie in a plane. During the optimization, a subset of the grid can be used for the representation of the measured wavefront at a point on the grid so as to take into account the portions of the measured wavefront that contribute to the corrected wavefront at that point on the grid.

Description

BACKGROUND OF INVENTION [0001]Ocular lenses are worn by many people to correct vision problems. Vision problems are caused by aberrations of the light rays entering the eyes. These include low order aberrations, such as myopia, hyperopia, and astigmatism, and higher order aberrations, such as spherical, coma, trefoil, and chromatic aberrations. Because the distortion introduced by aberrations into an optical system significantly degrades the quality of the images on the image plane of such system, there are advantages to the reduction of those aberrations.[0002]Ocular lenses are typically made by writing prescriptions to lens blanks. This is accomplished by altering the topography of the surface of a lens blank.[0003]Recently, attention has been given to methods of writing a low order lens using a patient's measured wavefront information. Currently, several techniques can be utilized to determine the optimum low order refraction from the high order, including: the Gaussian Least Squ...

Claims

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Application Information

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Patent Type & Authority Applications(United States)
IPC IPC(8): A61B3/11A61B3/10
CPCA61B3/1015G02C2202/22G02C7/027B33Y80/00
Inventor DREHER, ANDREAS W.FOOTE, BILLSANDLER, DAVEWARDEN, LAURENCE
Owner OPHTHONIX
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