Vertex Distance Formula:
From: | To: |
The vertex distance formula calculates the contact lens power needed to provide the same optical correction as glasses, accounting for the distance between the lens and the eye. This is important because contact lenses sit directly on the eye while glasses are positioned at a distance.
The calculator uses the vertex distance formula:
Where:
Explanation: The formula adjusts the lens power based on the distance between the glasses lens and the cornea, ensuring equivalent optical correction.
Details: Accurate vertex distance calculation is crucial for proper contact lens fitting, ensuring patients receive the correct optical power and maintain optimal visual acuity.
Tips: Enter glasses power in diopters and vertex distance in meters. Vertex distance is typically between 0.012-0.015m (12-15mm) for most frames.
Q1: Why is vertex distance important in contact lens fitting?
A: Vertex distance affects the effective power of the lens. As distance increases, the required power changes to maintain the same optical correction.
Q2: What is the typical vertex distance for glasses?
A: The standard vertex distance is usually 12-15mm (0.012-0.015m) from the cornea to the back surface of the glasses lens.
Q3: When is vertex distance calculation most important?
A: It's most critical for higher power prescriptions (±4.00D and above) where small changes in vertex distance create significant power differences.
Q4: Does vertex distance affect all types of contact lenses?
A: Yes, vertex distance calculation is important for all contact lens types when converting from glasses prescriptions.
Q5: Should I always use this calculation for contact lens fitting?
A: While this calculation provides a good starting point, final contact lens power should be determined through professional fitting and verification.