DocumentCode
2744754
Title
Total Aberrations Measurement with Using the Mathematical Model of the Eye
Author
Davarinia, Fatemeh ; Akhyani, Zahra ; Maghooli, Keyvan
Author_Institution
Eng. Dept., Islamic Azad Univ., Mashhad, Iran
fYear
2009
fDate
25-27 Nov. 2009
Firstpage
169
Lastpage
174
Abstract
However the cornea makes the greatest contribution to the overall power of the eye (~60%), there are few knowledge of its role in determining the aberration of the retinal images. Most Corneal Topographers or Keratometers can only measure corneal dioptric power and shape, but cannot estimate the corneal contribution to the quality of the retinal images. On the other hand, the aberrometer measures the aberration of the eye as a single optical system, and explain the function of it. In this study, we extracted the dioptric power from the corneal topography images, and used the Ray Tracing method to simulate the principle of the Hartmann sensor (that is used to measure the wavefront). Then reconstructed the shape of the wavefront exiting from the pupil with Zernike polynomials. Finally the Sphere, Cylinder, and Axis parameters of 4 subjects were calculated, these parameters can be used as index of the correcting glasses or refractive surgery.
Keywords
Zernike polynomials; aberrations; biomedical measurement; eye; ray tracing; refractive index; vision defects; wavefront sensors; Hartmann sensor principle; Zernike polynomials; cornea; corneal dioptric power; corneal topographers; corneal topography images; correcting glass index; eye mathematical model; keratometers; pupil; ray tracing method; refractive surgery index; retinal image quality; retinal images; single optical system; total aberrations measurement; wavefront shape; Biomedical optical imaging; Cornea; Mathematical model; Optical refraction; Optical sensors; Power measurement; Ray tracing; Retina; Shape measurement; Surfaces;
fLanguage
English
Publisher
ieee
Conference_Titel
Computer Modeling and Simulation, 2009. EMS '09. Third UKSim European Symposium on
Conference_Location
Athens
Print_ISBN
978-1-4244-5345-0
Electronic_ISBN
978-0-7695-3886-0
Type
conf
DOI
10.1109/EMS.2009.49
Filename
5358797
Link To Document