IP Library › Granted Patent US 10,863,901
Granted Patent B2
US 10,863,901 · App. 16/532,624 · Granted Dec 15, 2020

Prescription determination

Inventor: Ray Steven Spratt (Petaluma, CA)
Assignee: Carl Zeiss Vision International GmbH
A61B3/103A61B3/0025A61B3/107A61B3/1015G02C7/027G02C7/028G02C2202/22
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Quick Facts
Patent No.
US 10,863,901
App. No.
16/532,624
Granted
Dec 15, 2020
Kind
B2
Abstract

A method, a system and a computer program for determining an eyeglass prescription for an eye are disclosed. Initially, information about a measurement indicative of the refractive properties of the eye is received. Subsequently, a mathematical representation of wavefront aberrations of the eye is determined from the measurement. The mathematical representation includes a multitude of polynomials, each polynomial having an azimuthal order and a radial order. Further, the mathematical representation includes at least a first polynomial group having a common radial order, wherein the common radial order is higher than two. The eyeglass prescription is determined based on a merit function, wherein each polynomial of the first polynomial group that is used in the merit function has an azimuthal order of −2, 0, or 2, respectively.

Claims (23)

1. A computer-implemented method for determining an eyeglass prescription for an eye, the method comprising:

receiving information about a measurement indicative of refractive properties of the eye;

determining a mathematical representation of wavefront aberrations of the eye from the measurement,

wherein the mathematical representation includes a multitude of terms, wherein each term from among the multitude of terms includes a function dependent on a pupil radius, and wherein each term of the mathematical representation is either independent of an azimuthal angle or has a dependency on an azimuthal angle expressed by at least one of sin(2θ) and cos(2θ) with θ being an azimuthal angle; and

determining the eyeglass prescription based on a merit function, wherein the merit function includes at least one term of the mathematical representation.

2. A computer-implemented method for determining an eyeglass prescription for an eye, the method comprising:

receiving information about a measurement indicative of refractive properties of the eye;

determining a mathematical representation of wavefront aberrations of the eye from the measurement,

wherein the mathematical representation includes a multitude of terms, wherein each term from among the multitude of terms includes a function dependent on a pupil radius, and wherein each term of the mathematical representation is either independent of an azimuthal angle or has a dependency on an azimuthal angle expressed by at least one of sin(2θ) and cos(2θ) with θ being an azimuthal angle; and

determining the eyeglass prescription based on a merit function, wherein the merit function includes at least one term of the mathematical representation,

wherein the function dependent on the pupil radius of each term is a polynomial, wherein each polynomial has a radial order, and wherein a highest radial order is higher than two.

3. The method according to claim 1 , wherein the function dependent on the pupil radius of each term is a Fourier series or wherein the function dependent on the pupil radius of each term is a spline function.

4. A method for manufacturing a spectacle lens, the method comprising:

determining an eyeglass prescription according to the method of claim 1 ; and

manufacturing the spectacle lens according to the eyeglass prescription.

5. A system for determining an eyeglass prescription for an eye, the system comprising:

a processing unit configured to:

receive information about a measurement indicative of the refractive properties of the eye;

determine a mathematical representation of wavefront aberrations of the eye from the measurement, wherein the mathematical representation includes a multitude of terms, wherein each term from among the multitude of terms includes a function dependent on a pupil radius, and wherein each term of the mathematical representation is either independent of an azimuthal angle or has a dependency on an azimuthal angle expressed by at least one of sin(2θ) and cos(2θ) with θ being the azimuthal angle; and

determine the eyeglass prescription based on a merit function, wherein the merit function comprises at least one term of the mathematical representation.

6. The system of claim 5 , further comprising:

a measurement device for measuring the refractive properties of the eye, wherein the measurement device is located at a first site, wherein the processing unit is located at a second site, and wherein the first site and the second site are connected via a data network.

7. A computer program product stored on a non-transitory storage medium and having program code means for carrying out the method according to claim 1 .

Assignments (2)
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Dec 17, 2019
From: CARL ZEISS VISION INC.
To: CARL ZEISS VISION INTERNATIONAL GMBH
Reel/Frame 051301/0208 →
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Dec 16, 2019
From: SPRATT, RAY STEVEN
To: CARL ZEISS VISION INC.
Reel/Frame 051287/0324 →
Continuity (4)
Continuation 16531303 · Aug 5, 2019
Continuation PCTUS2018017086 · Feb 6, 2018
Continuation PCTUS2017016852 · Feb 7, 2017
Related Publication 20190361267A1 · Nov 28, 2019