HHM And Ms Flashcards
How much magnification would you predict is needed to read 2M print? BCVA 0.4/6M
6/2=3X
An object is 40cm from the eye. If the object is moved to 20cm from the eye and then a +20D lens is inserted one focal length from the object, how much mag is achieved
M=rF
R=reference distance
F=power of the lens
M=rF
M=.04(20)=8X
Important factors for HHM and microscopes
- near acuities must be best corrected including an add for presbyopes
- distance acuities should not be used to predict near mag
- distance and near VA are not always the same
- some people use Kestenbaum’s rule for their actual prediction of the near add, but it is NOT the preferred method
- use Kestanbaums rule as a starting place so that we know patient will be bale to see the MNRead card reasonably well, but not for actual mag prediction
Kestenbaum’s rule
We dont really use this
Near add=reciprocal of distance VA
Near add= snellen denominator/snellen numerator
20/200
200/20=+10.00D
Problems with kestenbaums rule
-it almost always underestimates how much add the pateitns needs-often doubling th result of Kestenbaums rule works better
20/100 VA, 100/20=5 for Kestenbaum, 5x2=10D
Remember that distance VAs are single letter acuities, so it makes snes that the patient would need more hope for fluent reading
Clinical pearl for kestenbaums
-if you do not have a reading acuity chart (only have single letter near charts), make your goal 2x smaller than the patient’s actual goal, i.e. if they want 1M, make them see 0.5M letters and then confirm with a newspaper
Predicting near lens power
M=rF
R=reference distance needed for acuity measurement
F=lens power (D)
What lens is required to achieve 4X magnification for a patient how near VA measured 0.4/2M?
M=rF
4=0.4F
F=+10D
Convex lenses
- objects one focal length from the lens produce a virtual, erect image located at optical infinity (parallel light rays exit lens)
- objects less tha one focal length from the lens also produce a virtual, erect image, but divergent light rays exit lens (this is the situation with s tank magnifier)
Total magnification
M=rF
Microscopes
-high plus lens in the spectacle plane (think high powered reading glasses)
-power is the primer left over after patient’s spectacle correction is considered
-M(total)=(r/d)x(1+hF)
(RDM)x(angular mag)
-provides mainly RMD (and a little angular mag)
Advantages of microscopes
- hands free
- more conventional. Patients tend to understand them well
Disadvantages of microscopes
- close working distances
- may not have sufficient illumination
Formats of microscopes
Monocular
Binocular
Prism compensated half eyes
- available in +4,5,6,8,10,12,14D
- practical limits of binocularity is about +10D
- rule of thumb for prism: power of the lens +2 BI in each eye. +8D half eyes have 10BI OD and 10BI OS
- binocular microscopes
- available in zyl or metal
- high index or CR-39