Effective Power Formula:
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Definition: This calculator determines the effective power of a lens at a different vertex distance from the eye.
Purpose: It helps optometrists, opticians, and eyewear professionals adjust prescriptions when changing frame styles that affect lens-to-eye distance.
The calculator uses the formula:
Where:
Explanation: The formula accounts for how lens power changes when moved closer to or farther from the eye.
Details: Vertex distance significantly affects high-power lenses. A 1mm change can alter effective power by up to 0.12D for a +10.00D lens.
Tips: Enter the lens power in diopters and vertex distance in meters (default 0.012m = 12mm). Vertex distance must be > 0.
Q1: What is a typical vertex distance?
A: Standard vertex distance is 12-14mm (0.012-0.014m) for most eyewear.
Q2: Does this work for both plus and minus lenses?
A: Yes, but the effect is opposite: plus lenses gain power when moved closer, minus lenses lose power.
Q3: When is vertex compensation most important?
A: For powers above ±4.00D and when changing between regular glasses and close-fitting sports glasses.
Q4: How does vertex distance affect contact lenses?
A: Contacts have zero vertex distance, so their power equals effective power at the corneal surface.
Q5: What's the clinical significance of this calculation?
A: Incorrect vertex compensation can cause blurred vision, eyestrain, or inaccurate prescriptions.