RAY-TRACING SIMULATIONS WITH AN ASTIGMATIC PSEUDOPHAKIC EYE MODEL AND A GENERIC SIMULATED TORIC IOL
Published 2022
- 26th ESCRS Winter Meeting
Reference: FP35
| Type: Abstracts
| DOI:
10.82333/r43y-cb10
Authors:
Catarina Praefke Coutinho* 1
, Tiago Bravo Ferreira 2
, Giacomo Savini 3
, Filomena J Ribeiro 4
, João Mendanha Dias 1
1Group for Lasers and Plasmas,Institute for Plasmas and Nuclear Fusion, Instituto Superior Técnico, University of Lisbon,Lisbon,Portugal, 2Department of Ophthalmology,Hospital da Luz Lisbon,Lisbon,Portugal, 3Ophthalmology,Studio Oculistico D'Azeglio,Bologna,Italy, 4Department of Ophthalmology,Hospital da Luz Lisbon,Lisbon,Portugal;Faculty of Medicine,University of Lisbon,Lisbon,Portugal
Purpose
Evaluation of ray-tracing intraocular lens (IOL) power calculation with a developed astigmatic pseudophakic eye model and generic simulated toric IOL.
Setting
Group for Lasers and Plasmas, Institute for Plasmas and Nuclear Fusion, Instituto Superior Técnico, University of Lisbon, Lisbon, Portugal; Hospital da Luz Lisbon, Lisbon, Portugal; Studio Oculistico D’Azeglio, Bologna, Italy.
Methods
An astigmatic pseudophakic eye model suitable to incorporate patient-specific data was developed based on the Personalized Pseudophakic Eye (PPE) model from Ribeiro and the Liou-Brennan eye model, and implemented in the Zemax®. A generic simulated toric IOL was created, and, assuming a target refraction of zero, the correspondent spherical and cylindrical powers calculated via ray-tracing were compared to the implanted toric IOL powers for 19 eyes and for three models: two pre-operative models, one combined with a PPE based formula for the estimation of the post-operatively lens position, and the other one with the C-Constant by Olsen; and a post-operative model where the lens position was known. Considering the implanted IOL power the difference between the refraction obtained with the post-operative model and the refraction with each of the pre-operative models was determined. The cylindrical power variation was assessed for the scenario where the posterior corneal surface is considered as in the Liou-Brennan eye model, with the keratometric index.
Results
The mean (and standard deviation (SD)) for the spherical and the cylindrical dioptric powers of the known implanted IOL were 19.24 D (3.53 D) and 2.00 D (1.31 D), respectively. For the pre-operative model with the PPE based formula, these were 20.44 D (4.35 D) and 2.04 D (1.82 D), and for the one with the C-Constant formula these were 20.33 D (4.30 D) and 2.04 D (1.80 D). The mean and SD values for the post-operative model were 19.01 D (4.08 D) and 2.06 D (1.86 D). Considering the implanted IOL powers, the mean (and SD) difference between the refraction obtained with the post-operative model and the pre-operative model combined with the PPE based formula was -0.83 D (0.47) for the spherical power and 0.17 D (0.05 D) for the cylindrical power, while combined with the C-Constant formula these were -0.80 D (0.41 D) and 0.16 D (0.05 D). Not considering the posterior corneal measurements led to an increase of the cylindrical IOL power for with-the-rule (WTR) eyes and a decrease for against-the-rule (ATR) eyes.
Conclusion
The created astigmatic pseudophakic eye model with the generic simulated toric IOL showed similar ray-tracing calculated powers to the implanted IOL powers, highlighting the spherical power tenderness to the post-operative IOL position estimations and the cylindrical power relation to the posterior corneal encountering. The implemented model enables simulations of several scenarios encountering patient-specific data.