Description

The power for an intraocular lens can be calculated using an equation developed by Sanders, Retzlaff and Kraff. This uses information based on the type of intraocular lens (IOL) and eye measurements.


 

NOTE: The SRK II formula (see below) is trademarked by the authors.

 

Parameters:

(1) type of intraocular lens

(2) axial length of the eye in mm

(3) average keratometry reading in diopters

 

required power for intraocular lens in diopters =

= (constant for the IOL model) – ((constant for axial length in mm) * (axial length in mm)) – ((constant for average keratometry reading) * (average keratometry reading in diopters))

 

where:

• The constant for the IOL model reflects its position within the eye.

• The constant for axial length is 2.5.

• The constant for average keratometry reading is 0.9.

 

required power for intraocular lens in diopters =

= (constant for the IOL model) – (2.5 * (axial length in mm)) – (0.9 * (average keratometry reading in diopters))

 

The original SRK formula was modified (SRK II) to correct a problem arising in eyes with short (< 22 mm) or long (>= 24.5 mm) axial lengths.

Axial Length

Value for A

< 20 mm

(value A for IOL) + 3

20 to 20.99 mm

(value A for IOL) + 2

21 to 21.99 mm

(value A for IOL) + 1

22 to 24.49 mm

(value A for IOL)

>= 25.00 mm

(value A for IOL) – 0.5

 


To read more or access our algorithms and calculators, please log in or register.