Unit 4: Optics Flashcards

1
Q

Polycarbonate lens index

A

1.586

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2
Q

Trivex lens index

A

1.53

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3
Q

CR 39 lens index

A

1.498

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4
Q

Equation for sagittal depth

A

Sag = r -  √ (r^2 - (d/2)^2)
Sag = (radius) - (square root of (radius squared) - (diameter/2) squared)

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5
Q

How to find radius of curvature in the sagittal depth equation

A

r = (n-1)/D
r = (index - 1) / (power of lens)

r WILL COME OUT IN METERS AND NEEDS TO BE CONVERTED TO mm!!!

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6
Q

Approximate sagittal depth formula

A

Sag= ((d/2)^2)(D)/ 2000(n-1)
Sag= (diameter/2)squared x (Power) / 2000(index -1)

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7
Q

Convex lens produces real or virtual image

A

Real image

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8
Q

Concave lens produces real or virtual image

A

Virtual image

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9
Q

Nominal power formula

A

F(total) = F(front) + F(back)

Data can be obtained by using a lens clock to measure front and back

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10
Q

Prentice’s rule

A

P=cD

Prism = (decentration IN CENTEMETERS) x (Power in diopters)

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11
Q

Approximate formula

A

F(theta) = F(cyl) (sin(theta))^2 + F(sph)

(New cyl power) = (current cyl) x (sin of difference to desired axis)squared + (current sph)

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12
Q

What effect does an increase in the base curve of a lens have on a minus lens

A

Decreases minification

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13
Q

What size wavelengths make up the visible light spectrum

A

400-750nm

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14
Q

How to calculate index of refraction

A

n = (speed of light in air) / (speed of light in substance)

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15
Q

Regular (crown) glass index

A

1.523

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16
Q

Snells law

A

n(1)(sinangle1) = n(2)(sinangle2)

17
Q

In vergence equations a negative number is this in relation to the lens

A

In front of

18
Q

In vergence equations a positive number is located here in relation to the lens

A

Behind

19
Q

Focal length equation

A

P = 1/f

(Power)=1/(focal length IN METERS)

20
Q

Surface power formula

A

D= n-1 / r

Power= (index) - (other index usually air) / (radius)