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Inattention to nonsuperimposable midline symmetry causes wavefront analysis error
Michael K Smolek1, Stephen D Klyce, Edwin J Sarver
1LSU Eye Center, 2020 Gravier St, Suite B, New Orleans, LA 70112, USA. msmole@lsuhsc.edu
Archives of Ophthalmology (Chicago, Ill. : 1960)
|April 6, 2002
Summary
Correcting for eye enantiomorphism (mirror-image asymmetry) significantly alters Zernike term analysis. Failing to account for this symmetry can lead to errors in wavefront studies and surgical nomograms.
Area of Science:
- Ophthalmology
- Optometry
- Biomedical Engineering
Background:
- The human eye exhibits enantiomorphism, a non-superimposable mirror-image symmetry.
- Averaging wavefront errors between right and left eyes can distort correlations with visual acuity.
- Existing studies using Zernike terms and corneal ablation algorithms may be affected by uncorrected enantiomorphism.
Purpose of the Study:
- To compare the analytical results of wavefront errors with and without correction for ocular enantiomorphism.
Main Methods:
- Corneal topographic maps from 7 patients with regular astigmatism were analyzed.
- Zernike decomposition was applied to 45 terms for right eyes, left eyes, and enantiomorphism-corrected left eyes.
- Wavefront error differences were compared between original and corrected eye maps.
Main Results:
- Correction for enantiomorphism yielded statistically significant differences in the first 5 radial orders of Zernike terms (P=.02).
- Significant differences (P<.05) were observed in 7 Zernike terms when comparing right vs. left eyes, and 4 terms when comparing right vs. corrected left eyes.
- Eleven Zernike terms showed significant differences when comparing left eyes to corrected left eyes.
Conclusions:
- Correcting for enantiomorphism increases the similarity of Zernike terms between right and left eyes.
- Failure to correct for enantiomorphism can cause Zernike terms to cancel out during averaging.
- Wavefront error studies and laser surgical nomogram adjustments must account for enantiomorphism to avoid significant errors.