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Published on: August 4, 2018
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Relationship between retinal distance and object field angles for finite schematic eyes
Marwan Suheimat1, Hai-Feng Zhu2, Andrew Lambert3
1Institute of Health & Biomedical Innovation and School of Optometry & Vision Sciences, Queensland University of Technology, Brisbane, Australia.
Summary
The Drasdo & Fowler schematic eye model shows a faster change in visual field angle with retinal distance than more complex models. Adjusting its length improves accuracy up to 14mm, beyond which retinal shape is critical.
Area of Science:
- Ophthalmology
- Optical Engineering
- Computational Biology
Background:
- Schematic eye models are crucial for converting retinal distances to object field angles in anatomical studies.
- The Drasdo & Fowler three-refracting surface model is a commonly used tool for these conversions.
Purpose of the Study:
- To compare the performance of the Drasdo & Fowler schematic eye with more sophisticated four-refracting surface models.
- To evaluate the accuracy of these models in converting retinal distances and object field angles.
Main Methods:
- Raytracing simulations were performed on various schematic eye models, including Drasdo & Fowler, Lotmar, Navarro, Liou & Brennan, Kooijman, and Atchison.
- Model performance was assessed for converting retinal distances to object field angles.
Main Results:
- The Drasdo & Fowler eye exhibited a ~5% greater rate of change in object field angle at the retinal center compared to other models.
- This rate of change increased more rapidly in the peripheral retina for the Drasdo & Fowler eye, attributed to its shorter length.
- Retinal shape became significant for accurate conversions beyond approximately 14 mm (~50°).
Conclusions:
- Adjusting the length of the Drasdo & Fowler eye to match four-refracting surface models improved agreement up to 14 mm (~50°).
- Refractive error, influencing axial length and retinal shape, must be considered for precise conversions.
- For retinal distances and visual field angles beyond 14 mm (~50°), accounting for retinal asphericity is essential.
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