Optics Flashcards

1
Q

• Lensmaker equation

A

P=(n2-n1)/r

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2
Q

• Angle kappa

A

angle between pupillary axis and visual axis, very important in refractive surgery since machines tend to use pupillary center

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3
Q

• Angle alpha:

A

angle between optical axis and visual axis. Very important in cataract surgery. Esp with multifocal lens.

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4
Q

• Angle gamma

A

angle formed between fixation axis and visual axis

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5
Q

• Optical axis

A

optical center of cornea to optical center of lens

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6
Q

• Pupillary axis

A

midpoint of pupil

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7
Q

• Visual axis

A

visualized target to center of fovea

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8
Q

• Transverse magnification of any telescope

A

Pe / Po

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9
Q

• Bifocals

A

round top have optical center at the bottom—resulting in maximal image jump. Flat top has optical center near the top, so less image jump. For + lenese, round top has less image displacement, and for – lenses, flat top has less image displacement. Displacement is more bothersome than image jump.

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10
Q

• Pantoscopic tilt:

A

if you tilt a – lens on the 180 degree axis it will induce cylinder in the 180 degree meridian that works at the 90 degree axis. If the lens is + the change in cyl will be +, if the lens is – then the change in cyl will be -. So tilt a – lens at 180 degree axis and the lens will be more – and there will be an induction of negative cylinder in the 180 degree axis.

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11
Q

• Switching from glasses to contacts

A

Myopes will need More accommodation, hyperopes will need less accommodation.

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12
Q

• Convex Mirrors

A

a convex mirror can only form virtual images on the opposite side of the object. The power is ALWAYS negative.

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13
Q

• Prisms for optics

A

real light rays bend toward the base, virtual to the apex. Light entering the eye is real so bent towards the base. Light coming from the eye (what you see through the prism) is virtual, so it will look bent towards the apex. Also think if light bends towards the base, think in a base down prism, light through prism bends down hits inferior retina and brain will interpret that as coming from superior so it will look like light moves up.

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14
Q

Refracting power of a spherical surface (in diopters)

A

Ds = (n’ - n) / r Where D is the power in diopters of the sphere N’ is the index of refraction of the spherical surface and n is the index of refraction of the external medium. (Like if air then n’-1) and r is the radius of curvature of the sphere

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15
Q

Calculating power for thin Lens when changing surrounding medium

A

Dair/ D new medium = (n lens - n air) / (n lens - n new medium) (Last minute optics page 12)

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16
Q

Schematic eye to find sizes of objects in real life compared to object size on retina

A

Two like triangles so you can use a ratio. If you have the object distance you can compre to the 17 mm distance from nodal point to retina to calculate relative size. Object height / retinal image height = object distance from nodal point / 17 mm

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17
Q

Correcting for refractive lanes

A

Refraction lanes are less than infinitely long so patients are left 0.167 D under corrected. You can add a little minus (-0.25 D) to compensate for this.

18
Q

Problems with high powered plus spectacles

A

Ring scotoma with high plus spectacles Pincushion distortion (periphery of image is magnified more than the center) Excessive magnification Weight and cost of lenses

19
Q

Why would a hyperopic man slide his glasses down his nose?

A

Moving a lens whether plus or minus away from the eye gives it MORE effective PLUS power. If the plus lens is too weak, sliding the glasses further away will make the lens effectively more powerful. (This man is under corrected.) In a myope it also induces more plus power so patient in myope could be over corrected or sliding the glasses down to help with near work where the extra plus power is helpful.

20
Q

Changing lens position for glasses or contacts

A

Calculate the far point of the eye based on diverging or converging rays (for myopes it will be in front of Telehealth eye for hyperopes behind the eye). Then just take 1 over the length of the far point to calculate the new power. Plus lenses closer to the eye will have to be more powerful and further out from the eye less powerful (compare IOL powers to aphakic glasses to help you remember.) myopic lenses will also need to be MORE PLUS closer to the eye (so less minus). A myope will need a weaker correction in contacts than glasses, and a hyperope will need stronger correction.

21
Q

Accommodation: near point

A

Near point is the point of clearest vision (conjugate to the retina) when accommodation is maximally active.

22
Q

Accommodation: far point

A

Far point is the point that is conjugate to the retina when accommodation is fully relaxed. A myopic Eye has a far point somewhere between infinity and the cornea whereas a hyperopic Eye has a far point somewhere behind the eye.

23
Q

Absolute hyperopia

A

Without cycloplegia the least amount of plus correction required for clear vision at distance

24
Q

Manifest hyperopia

A

Without cycloplegia the most plus correction the eye can accept without blurring of vision

25
Q

Facultative hyperopia

A

The difference between the absolute and manifest hyperopia

26
Q

Latent hyperopia

A

The difference between manifest hyperopia and the hyperopia measures with cycloplegia

27
Q

Accommodation with contact lenses

A

A myope will have to accommodate more with contact lenses than spectacles. A hyperope will have to accommodate less. Be careful of putting a middle aged myope into contacts for the first time!

28
Q

Focal length formula

A

1/D

29
Q

Vergence formula

A

U + P = V

30
Q

Prentice’s rule: formula

A

PD = hD (PD is prism diopters, h is distance from optical center in cm, D is diopters of lens power.)

31
Q

Spherical equivalent

A

SE = Sph + 1/2cyl

32
Q

Retinal image height formula

A

Object height / retinal image height = distance from nodal point / 17 mm

33
Q

Spectacle lens magnification formula

A

M spec = 2% per diopter of power (assuming 12 mm vertex)

34
Q

Transverse magnification formula

A

M = i/ o Or M = U / V

35
Q

Indirect ophthalmoscope lens formula

A

M indirect = Deye / Dlens = 60/Dlens

36
Q

Axial magnification formula

A

Maxial = M^2 transverse

37
Q

Simple magnifier formula

A

M simple magnifier = D / 4

38
Q

Telescope magnification

A

M telescope = D eyepiece / D objective

39
Q

SRK formula

A

D IOL = A -2.5 (L) - 0.9 (K) Where L is axial length in mm, D is recommended power for emmetropia and K is keratometry readings only diopters

40
Q

Reflecting power of a spherical mirror (formula)

A

D reflecting = 1/f = 2/r