Corneal refractive surgery has become one of the main modalities for correcting refractive error due to its safety, efficacy, and predictability1. Accurate measurement of refractive error is an important indicator for evaluating changes in visual quality after refractive surgery2. Currently, objective refraction measurements in clinical practice are usually detected by the autorefractor, and they are used as a starting point for subjective refraction. Subjective refraction is usually assessed by an optometrist operating the phoropter, and this optometrist-obtained subjective refraction is used as the gold standard for evaluating refractive error3,4. The resolution limit of the human eye for refractive changes in spherical lenses can reach 0.05 D4, but the autorefractor and the phoropter use 0.25 D intervals during testing. When using a binocular wavefront photometer to detect refraction, 0.05 D lens intervals have been reported to improve the proportion of eyes achieving red-green equality in the duo-chrome test compared to instruments with 0.25 D increments5.
After corneal refractive surgery, the accuracy of the autorefractor is compromised due to changes in the two refractive media, the cornea and the tear film6,7, so that the objective refraction measured by the autorefractor may differ from the subjective refractive error obtained by the optometrist. The binocular wavefront optometer, based on the principles of Hartmann-Shack and adaptive optics technology, realizes continuous measurement and improves the red-green balance ratio by decreasing the dioptric interval8. Adaptive optics are also employed to measure and correct aberrations, improving image quality and refractive error detection efficiency9,10,11. The wavefront sensor describes the optical characteristics of low and high-order aberrations in the Zernike polynomials12,13, and transforms low-order aberrations into the objective sphere and cylinder14. Based on objective results, motorized optical zoom and dual-column mirror synthetic refractive correction techniques were used to simulate 0.05 D spaced optics for subjective refraction8. It could detect spheres from -15.00 D to 15.00 D. This instrument was equipped with two electronic screens in front of the left and right eyes, respectively, to simulate various targets during the refraction process. The instrument simulated the targets appearing at different distances by presenting targets of different sizes. The optometrist detected refraction by operating electronic software connected to the instrument. Theoretically, the binocular wavefront optometer allows for a more accurate detection of refractive error. However, if the optical media were opaque, like cataracts, the instrument was unable to detect refraction.
In this study, we used the binocular wavefront optometer, the autorefractor, and the phoropter to measure the refractive error of patients 1 month after corneal refractive surgery. This study aims to assess the agreement of refractive error measurements using the binocular wavefront optometer with the autorefractor and phoropter and to determine whether the binocular wavefront optometer provides more accurate refractive prescriptions compared to the phoropter.