Compensate for the effective power changes if . . .
- the lens moves closer to the eye . . .
- -19.50 moves 8 mm -16.87
- -7.00 moves 2 mm -6.90 rounds to -6.87
- +19.00 moves 2 mm +19.75
- +11.50 moves 7 mm +12.51 rounds to +12.50
- the lens moves away from the eye . . .
- -12.25 moves 4 mm -12.88 rounds to -12.87
- +8.75 moves 5 mm +8.38 rounds to +8.37
- +13.75 moves 9 mm +12.24 rounds to +12.25
- -14.75 moves 9 mm -17.01 rounds to -17.00
Vertex Power Worksheet
- The Rx reads +13.50, refracted at 12 mm. The new frame sits at 14 mm. What should the dispenser order? +13.15 rounds to +13.12
- If the refracted vertex distance is 12 mm and the glasses will be worn at 7 mm, what should be ordered for a -11.75 -2.50 x180 Rx?
-11.75 becomes -11.10, rounds to -11.12
-14.25 becomes -13.30
difference between -11.12 and -13.30 is -2.18, rounds to -2.12
Rx becomes -11.12 -2.12 x 180 (will accept -11.12 -2.25 x 180)- Recompute for frames sitting at 14 mm, if the refracted vertex distance is 15 mm: +9.75 -0.75 x 090.
+9.75 becomes +9.85, rounds to +9.87
+9.00 becomes +9.08
difference between +9.87 and +9.08 is -0.79, rounds to -0.75
Rx becomes +9.87 -0.75 x 090- The wearer's old frames have a vertex distance of 8 mm. The new, big, 'fashion' sunglasses have a vertex distance of 13 mm. What will you order? Rx: +12.50 -4.75 x125.
+12.50 becomes +11.76, rounds to +11.75
+7.75 becomes +7.46.
difference between +11.75 and +7.46 is -4.29, rounds to -4.25
Rx is now +11.75 -4.25 x 125
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