PURPOSE: To examine the impact of pupil center location uncertainty in wavefront sensing on the variance in repeated measures of higher order root-mean-square (RMS) wavefront error (WFE). METHODS: Dilated WFE for one normal eye and one eye with keratoconus of two patients were measured using a custom Shack-Hartmann wavefront sensor (lenslet spacing 400 μm). Twelve measurements for each patient were averaged to form the best estimate of each eye's WFE and standard deviation. The percentage of the standard deviation of the actual measurements attributable to the uncertainty in pupil center location was modeled by inducing random offsets in the pupil center up to 50, 100, 150, and 200 μm. RESULTS: The percentage of standard deviation of the actual measurements accounted for by pupil location uncertainty form a complex interaction between magnitude and distribution of the higher order WFE with the magnitude of pupil centering error. The larger the WFE and pupil center uncertainty, the greater the effect. CONCLUSIONS: As pupil center uncertainty increases, so does the WFE variation in repeated measurements. The larger the underlying WFE, the greater the impact on measurement variation. Increasing measurement variation decreases the ability to detect changes in WFE (eg, as a function of aging or clinical intervention) and decreases the accuracy with which wavefront-guided corrections can be made. Copyright 2010, SLACK Incorporated.
PURPOSE: To examine the impact of pupil center location uncertainty in wavefront sensing on the variance in repeated measures of higher order root-mean-square (RMS) wavefront error (WFE). METHODS: Dilated WFE for one normal eye and one eye with keratoconus of two patients were measured using a custom Shack-Hartmann wavefront sensor (lenslet spacing 400 μm). Twelve measurements for each patient were averaged to form the best estimate of each eye's WFE and standard deviation. The percentage of the standard deviation of the actual measurements attributable to the uncertainty in pupil center location was modeled by inducing random offsets in the pupil center up to 50, 100, 150, and 200 μm. RESULTS: The percentage of standard deviation of the actual measurements accounted for by pupil location uncertainty form a complex interaction between magnitude and distribution of the higher order WFE with the magnitude of pupil centering error. The larger the WFE and pupil center uncertainty, the greater the effect. CONCLUSIONS: As pupil center uncertainty increases, so does the WFE variation in repeated measurements. The larger the underlying WFE, the greater the impact on measurement variation. Increasing measurement variation decreases the ability to detect changes in WFE (eg, as a function of aging or clinical intervention) and decreases the accuracy with which wavefront-guided corrections can be made. Copyright 2010, SLACK Incorporated.
Authors: Darren E Koenig; Raymond A Applegate; Jason D Marsack; Edwin J Sarver; Lan Chi Nguyen Journal: Clin Exp Optom Date: 2009-05 Impact factor: 2.742
Authors: Jason D Marsack; Ayeswarya Ravikumar; Chi Nguyen; Anita Ticak; Darren E Koenig; James D Elswick; Raymond A Applegate Journal: Optom Vis Sci Date: 2014-10 Impact factor: 1.973