A vertex-distance calculation with a boundary
A fictional optical exercise supplies a thin spectacle lens of -5.00 diopters located 12 millimeters in front of the corneal plane. The task is to calculate the equivalent power at the cornea using Fc = Fs / (1 - d x Fs), with d expressed in meters and the stated signs retained. The exercise deliberately ignores a tear lens, lens thickness, fit, rotation, accommodation and other clinical variables. One learner substitutes 12 rather than 0.012 into the formula, while another calculates a value near -4.72 diopters but presents it as a complete contact-lens prescription. The instructor separates the valid optical arithmetic from a real fitting and visual assessment.
1. Calculate the equivalent power.
Read the worked answer
Fc = -5 / (1 - 0.012 x -5) = -5 / 1.06, approximately -4.72 D under the supplied thin-lens model.
2. Why is this not a complete fitting prescription?
Read the worked answer
The model does not assess actual lens geometry, tear-lens effects, fit, ocular health or the clinical visual response.