Chapter 7: Thick Lenses and Lens Systems Flashcards
Optical Power in a thick lens
P = (n-1)/R1 + (1-n)/R2 - (d/n)(P1P2) = P1 + P2 - (d/n)(P1P2)
Lens Power has a(n) ________ with the thickness of the lens (d)
Inverse
As the thickness of the lens increases, the power decreases, and vice versa.
d= n(1/P1 + 1/P2) is the
critical thickness of a lens
The optical power in a thick lens depends on the ____ between the surrounding medium and the material
difference of refractive indices
The optical power of a real lens depends on:
the radii of curvature R, the lens material refractive index in relation to the surrounding medium refractive index and the surface separation.
A special lens includes the ____ which comprises of refracting surfaces with same radii of curvature but with slightly displaced centers of curvature.
Hoegh Meniscus
The optical power of each refracting surface in a Hoegh Meniscus is ________
equal in size with opposite sign
A _____ is where the lens has the same centers of curvature but different radii of curvature.
The optical power may be positive, zero, negative
Size lens
The Cornea is an example of a
Meniscus Lens (with a strong plus lens) (with different radii of curvature surrounded by optical media with diff values of n)