I have a basic understanding of myopic spherical and cylinder
correction. I am curious as to the algorithm used by the optometrist or
opthalmologist ( which is better, "1" or "2") for converging on the
proper prescription. Is the best spherical only correction determined
first? And then how would a test for cylinder be done? Is it added or
subratcted from the spherical? And initially at what axis? And if the
axis is 90 degrees out, how is the need for a cylinder correction
ascertained? And then how does the examiner converge on the magnitude
and axis of the cylinder?
I don't know if this is a naive question, but in summary.... is there a
simple "algorithm" to follow in a simple refraction to converge on the
proper sphere and cylinder/axis? Or a web site link describing such an
algorithm?
Thanks for any responses; I have always wondered about this.
Bob
RM - 17 Jan 2005 13:24 GMT
first the best spherical estimate is made, as you suggested
the astigmatism is estimated starting with the axis suggested by retinoscopy
(usually)
a jackson crossed cylinder lens (JCC lens: +/- 0.25D usually) lens is set so
it stradles the axis of the astigmatism.
the patient is then presented with choices (1 or 2) so as to set the
position of the axis of the astigmatism
then the magnitude of the astigmatism is determined by moving the JCC lens
90 degrees and continuing the "1 or 2" questioning.
the final power of the prescription is then set by blurring the patient (or
doing a red-green balance).
Of course there are variations. I'm sure this is difficult to follow but if
you do a little web searching you might find a better explanation at an opto
school website.
================
>I have a basic understanding of myopic spherical and cylinder correction.
>I am curious as to the algorithm used by the optometrist or opthalmologist
[quoted text clipped - 13 lines]
>
> Bob