Imported Studyset
Created by Richard Herr
| Term | Definition |
|---|---|
BIO:
larger or smaller FOV than DO | larger |
BIO:
larger or smaller depth of focus than DO | larger |
BIO:
larger or smaller mag than DO | less mag |
BIO:
erect or inverted image | inverted |
light from the standard lens of the lensometer must converge at the ___________ focal point of the test lens | primary |
formula of lensometer to determine Rx
if given power of standard lens and distance target is moved | x = f^2(Fv)
x = distance target moved (+ if towards you, - if away)
Fv = test lens power
f = focal length of standard lens |
moving the target towards us (towards the standard lens) to get neutrality
the lens is a _________ patient lens | plus |
moving the target away from us (away from the standard lens) to get neutrality
the lens is a _________ patient lens | minus |
start lensometry by blurring the target in the ______ direction
plus
minus | plus |
+25.00 standard lens
move target 2 mm forward to achieve focus
what is the back vertex power of the lens being tested? | 0.002 = (1/25)^2Fv
solve Fv
Fv = +1.25 D |
the target is displaced up from the reticle (OD)
what is the base direction | BU |
Center of the cross hairs fall to the left of the center of the bulls eye for OD lens,
what is the base direction? | BO |
the target is displaced right from the reticle (OS)
what is the base direction | BO |
A prescription calls for 3 BO OD. How should the lens be centered in the lensometer for verification? | Position crosshairs to left of bulls-eye by 3 rings |
two prisms base to base | plus lenses |
two prisms apex to apex | minus lenses |
you are doing hand neutralization
the object moves with the direction of the glasses
myope or hyperope? | myope (- lens) |
you are doing hand neutralization
the object moves against the direction of the glasses
myope or hyperope? | hyperope (+ lens) |
you are doing hand neutralization
there is no motion
myope or hyperope? | emmetrope |
How do you hand neutralize lens of unknown power? | Add another lens of known power to neutralize motion effect. When motion is stopped, unknown lens power is opposite of known lens. |
measures BC of GP contact lens | radiuscope |
which surface of a CL is the base curve? | back |
what is the first clear image in the radiuscope? | surface of lens |
what is the second clear image in the radiuscope? | center of curvature |
the distance between the two positions of focus (the clear images) corresponds to the ______________ of the GP CL | base curve / radius of curvature |
Formula for keratometry radius of curvature? | F = (1.3375 -1) / r
F= .3375 / r |
The readout on a keratometer is 4.25 DK. What is the radius of curvature of the cornea? | 45.25 = .3375 / r
r = .00746 m |
where is a minus lens thicker?
center
edges | edges |
where is a plus lens thicker?
center
edges | center |
What is a lens clock used for? | To measure the sag of a lens, and determine power |
If a lens clock is calibrated for a lower index of refraction, will it over or under estimate the actual power of the lens? | Under |
Formula for an incorrectly calibrated lens clock? | FL = [(nL-1)/(nLC-1)] * FLC
FL: Lens power
nL: index of lens
nLC: index used for calibration
FLC: Power readout of lens clock |
You use a lens clock calibrated with n = 1.5. You want to measure the power of a lens made from material n = 1.7. The power readout of the lens clock is +6.00D. What is the actual power of the lens? | FL = [(1.7-1)/(1.5-1)] * 6
FL = +8.40 D |
sags are + if they look like a | C |
When using fundus lenses, what kind of image is created?
Higher powered fundus lenses affect magnification and FOV how? | Real, inverted image
Lower mag, Higher FOV |
Placing a fundus lens in front of the eye creates a telescope system. What is the formula for magnification? | M = -(Foc) / (Fobj)
M = -(Feye) / (Flens) |
Calculate the magnification produced when a +90D fundus lens is placed in front of the eye? | Assuming the power of the eye is +60D
M = - (+60) / (+90)
= -0.67x, image is inverted and minified |
ANSI Z87.1 Safety Standards for Impact
High mass impact:
High velocity impact: | High Mass (drop ball test): pointed projectile, 500g, dropped from 50 inches
High velocity: steel ball, 0.25 inch diameter, fired at 150 ft/sec |
What do these markings mean on safety eyewear:
H?
+
W
U
R
L
V
What 3 markings must safety frames/lenses carry? | Smaller head
Impact rating
Welding
UV filter
IR filter
Visible filter
Variable tints
Manufacturer logo, impact mark (+), standard mark (Z87-2) |
What kind of front and back surface does a meniscus have? | Convex front surface
Concave back surface |
Where is base curve on single vision lenses? | Front surface |
Plus cylinder lens
Which curve is the base curve?
Cross curve?
Sphere curve? | Base curve = flatter of the front/toric curves
Cross curve = other front/toric curve
Sphere curve = back curve |
Minus cylinder lens
Which curve is the base curve?
Toric base curve?
Cross curve? | Base curve = front sphere curve
Toric base curve = back flatter curve
Cross curve = other back cruve |
Where is the base curve on a contact lens? | Back surface |
A contact lens has a base curve measured to be +42.00 DK. What is the radius of curvature of this base curve? | F = 0.3375/r
r = 0.3375/42
r = .00804m |
formula for lens with two curved surfaces | Tc- Te = s1 - s2
Tc: center thickness
Te: edge thickness
s1: sag of first surface of lens
s2: sag of second surface of lens |
formula for CT for plus lens | CT = ET + s1 + s2 |
formula for CT for minus lens | CT = ET - s1 - s2 |
formula to find power of lens given
n2 = index of lens
s = sag
h = half chord length/half diameter of lens | F = 2(n2 - n1) *s / (h^2) |
A biconvex lens is clocked. The lens has the following properties: diameter = 44mm, sag of the front surface = 4.5mm, sage of the back surface = 3.2mm, n = 1.50. What is the power of each lens surface? | Both surface powers are positive because the lens is biconvex
F= (2(n2-n1) * s) / (h^2)
F1 = (2(1.50-1)*.0045) / (.022^2) = +9.30D
F2 = (2(1-1.50)*(-.0032) / (.022^2) = +6.61D |
equation which relates thickness to lens power | CT - ET = (F1 + F2)h^2 / (2(n-1)) |
sag formula, given
h = half chord
r = radius of lens | s = h^2/(2r) |
power formula, given
n2 = lens index
r = radius of lens | F = n2 - n1/(r) |
describe the continuum of converting from thickness to power | find sags by drawing picture
s = h^2/(2r) solve r
F = n2 - n1/(r) |
a biconvex lens
d = 44 mm
s1 = 4.5
s2 = -3.2
n = 1.5
power of each surface | front:
4.5 = .022^2/(2 * r) solve r
F = n2 - n1/(r) solve F |
sag will be 0 for what lens type? | pl |
horizontal lens length (eyesize) | A box |
vertical lens length | B box |
midpoint between A and B | GC |
distance from GC of one lens to other | Frame PD or GCD |
shortest horizontal distance between lenses | DBL |
Formula to calculate frame PD (GCD) | A + DBL = GCD |
longest diameter of the lens | ED |
Minimum blank size
Definition?
Formula? | Smallest size lens blank needed to make the lens.
M = ED + 2(d) + 2mm
M: minimum blank size (mm)
ED: effective diameter (mm)
d: decentration per lens (mm) |
decentration per lens, d = | d = FPD - PPD/(2)
d = (frame PD - patient's PD) / 2 |
point on lens through which line of sight passes
would be optic axis if no prism | major reference point (MRP) |
for an Near Vision Only pair of glasses what PD is used | near PD |
distance from top of bifocal line to optical center of FT 25 (28 or less) | 5 mm |
distance from top of bifocal line to optical center of executive (Franklin) | 0
(OC is at seg line) |
Distance from top of bifocal line to OC:
Flat top 35?
Round segs (Kryptok)
Flat top larger than 35?
Curve-top, Panoptic, Ribbon-B?
Ribbon R-seg? | 4.5mm
r (radius of the seg)
0mm (OC at seg line)
4.5mm
7mm |
Progressives: Corridor length and high/low add power?
Hard design:
Soft design: | Hard: Short corridor and/or high add power
Soft: Long corridor and/or low add power |
distance from top of bifocal line to optical center of RD 22 | 11 mm
(r) |
Trifocals have an additional intermediate add, what is its power? | 1/2 the power of near add |
vertical distance between MRP and top of bifocal segment | seg drop |
What is inset?
Formula? | horizontal distance from GC to MRP
frame PD - distance PD / 2 |
What is seg inset?
Formula? | horizontal distance from MRP to center of seg
seg inset = (distance PD - near PD) / 2 |
What is total inset?
Formula? | horizontal distance from GC to center of seg (near reference point)
total inset = (frame PD - near PD) / 2
OR
total inset = seg inset + inset |
A frame has A=54mm and DBL = 18mm. The patient's distance PD is 66mm and the near PD is 62mm. What is the seg inset? What is the total seg inset? | Seg inset = Distance PD - near PD / 2
= 66mm - 62mm / 2
= 2mm
Total seg inset = frame PD - near PD / 2
= 72 - 62 / 2
= 5mm |
What are adjustments that can be made if the seg is too high on a patient (5) | 1. Increase panto
2. Decrease vertex distance
3. Spread the pads
4. Move pads up by adjusting pad arms
5. Stretch the brdige |
For every ____ degrees of increased panto, the seg heigh must be raised by ____, to keep the segment at the proper fitting height relative to the patient's eyes. | 2, 1mm |
What is the difference when using a lensometer to measure the power of a multifocal? | Measure the front vertex instead of back vertex |
n and abbe of crown glass | n = 1.523
abbe = 58.8 |
n and abbe of CR-39 | n = 1.498
abbe = 58 |
n and abbe of polycarbonate
*Characteristic? | n = 1.586
abbe = 30
high chromatic aberration |
n and abbe of trivex
*characteristic? | n = 1.53
abbe = 44
light and impact resistant |
rays close to the middle | paraxial |
rays close to the edges | marginal |
are paraxial or marginal rays bent more
bent more = come to a focus closer to the lens | marginal |
why do longitudinal spherical aberrations occur? | marginal rays come to a point of focus before paraxial rays |
in longitudinal spherical aberrations, a point object is no longer forming a _____ | point image |
t or f - longitudinal spherical aberrations occurs for both on and off axis point sources | t |
longitudinal spherical aberrations contribute to what refractive error? | nocturnal myopia |
coma only occurs for..
on axis points
off axis points | off axis points |
aberration with comet shaped blur | coma |
due to rays of light hitting a lens surface obliquely | radial/oblique astigmatism |
3 curved surfaces formed in radial/oblique astigmatism | tangential
sagittal
petzval |
how do we minimize oblique astigmatism? | pick correct base curve |
what does the tscherning ellipse plot?
What is its use? | BC vs back vertex power
Shows the best value of BC for a back vertex power for eliminating oblique astigmatism and curvature of field.
It consists of an elliptical set of points made of two curves: Wollaston and Ostwalt curve (flatter curve) |
What happens if an incorrect base curve is used, according to the Tscherning ellipse? | Vision will be reduced in periphery of the lens |
what curve of the tscherning ellipse plot is used to minimize oblique astigmatism? | ostwalt curve |