Optimizing the intraocular lens formula constant according to intraocular lens diameter
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Abdul R El-Khayat. Department of Ophthalmology, Leicester Royal Infirmary, Leicester, LE1 5WW, UK. a_elkhayat@hotmail.com

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    Abstract:

    AIM: To determine whether the different diameters of a specific intraocular lens (IOL) have significantly different optimized SRK/T A constants and whether these new A constants can improve refractive outcomes. METHODS: Data were collected prospectively from Jan. 2011 to Dec. 2012 on all patients undergoing routine cataract surgery at a district general hospital in the UK. Patients were divided into three groups according to the size of the Akreos AO MI60 IOL used. A constants for the SRK/T formula were optimized according to the size of the IOL. These optimized A constants were then used to select future refractive outcomes. RESULTS: A total of 2398 cataract operations were performed during the study period of which 1131 met the inclusion criteria. The three optimized A constants for the different sized IOLs were 118.98, 119.13, 119.32. The difference between them was highly significant (P≤0.0001). Two optimized A constants for three sizes of IOL led to an improvement in refractive outcomes (from 93.4% to 94.6% of refractive outcomes within 1.00 D of predicted spherical equivalent). The optimized A constant for the largest IOL was based on a small number of cases and was not used. CONCLUSION: Optimizing the A constant for the three distinct sizes of the Bausch & Lomb Akreos MI60 lens lead to three significantly different A constants. In our practice, using two different optimized A constants for three different sized IOLs give the least refractive error, however, using three optimized A constants may give better results with a larger dataset.

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Abdul R El-Khayat, Paul Tesha. Optimizing the intraocular lens formula constant according to intraocular lens diameter. Int J Ophthalmol, 2021,14(5):700-703

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History
  • Received:January 15,2020
  • Revised:January 05,2021
  • Adopted:
  • Online: March 29,2021
  • Published: