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Power and radius changes induced in soft contact lens systems by flexure
American Journal of Optometry and Physiological Optics
|April 1, 1984
Summary
New computer analysis reveals soft contact lens flexure. Low-minus lenses trap less tear fluid, while low-plus lenses trap more, potentially explaining power loss in plus lenses.
Area of Science:
- Ophthalmology
- Biomechanical Engineering
- Optometry
Background:
- Soft contact lens fit and refractive power are influenced by lens flexure and tear layer dynamics.
- Accurate modeling of lens-cornea interaction is crucial for understanding optical performance.
- Previous models often assumed direct corneal contact, limiting their applicability.
Purpose of the Study:
- To develop a computational model for analyzing soft contact lens flexure without assuming posterior lens-cornea alignment.
- To quantify tear layer volume and its impact on the effective power of soft contact lenses.
- To investigate the relationship between lens design parameters and on-eye performance.
Main Methods:
- Development of a novel computer program for analyzing soft contact lens flexure.
- Simulation of tear layer entrapment and its effect on lens power for various lens designs.
- Mathematical modeling of the simultaneous flexure of front and back lens radii.
Main Results:
- Thin low-minus soft contact lenses entrap approximately 5.5 microliters of tear fluid, resulting in minimum power.
- Low-plus soft contact lenses can entrap approximately 9.5 microliters of tear fluid, leading to significant effective power changes (around -2.00 D).
- The relationship between the changes in posterior (r2) and anterior (r1) lens radii during flexure differs for plus and minus lenses (Δr2 ≈ 2Δr1 for plus, Δr2 ≈ 0.75Δr1 for minus).
Conclusions:
- The computational model provides insights into soft contact lens behavior on the eye, accommodating non-uniform corneal curvature.
- The findings support clinical observations of "power loss" in plus-powered soft contact lenses due to tear layer dynamics.
- Mathematical relationships describing lens radius changes during flexure can be specific to lens design and power.