thin lenses and refraction 2.2 Flashcards
what is the thin lens approximation ?
. light doesn’t converge or diverge significantly between the surface of thin lens- thus no significant change in vergence
. the refraction of both surfaces can be added - possible to represent lens as one surface refracting light once
why is the thin lens approximation advantageous ?
the refraction at both surfaces can be reduced to refraction at a single surface
when does thin lens approximation mostly occur ?
. occurs mostly when lens are thin
The anterior and posterior corneal surfaces are separated by 0.55mm. Why would a thin lens approximation be questionable in this case?
the surfaces have high curvatures producing a change in vergence between them
what happens as object moves away from lens ?
. the value of vergence becomes smaller , light rays is less diverging , cone angle also decreases
what is the vergence of light from an infinitely distant object ?
L=OD
what are the focal points ?
F’ = back focal point
point object at infinity forms an image at F’
f’ = back focal length
property of the lens ; its surface curvatures and refractive index
F = front focal point
object placed at F forms image at infinity
f = front focal length
what is the equation for power of a thin lens (F) ?
. F= -n/f = n’/f’
what does relationship between F and f involve ?
refractive index
what is paraxial surface power ( F ) ?
paraxial surface power depends on radius of curvature and difference in refractive index
F ( D )=n’-n / r (mm)
why do eyes have powerful optical surfaces ?
due to steep radius of curvature
what is the refraction equation ?
relates the vergence of the light striking a surface/lens to that leaving it
what is the refraction equation ?
L' = L + F L = n/l negative as its measured from surface to left L' = n'/l'
What does the thin lens approximation depend on?
depends on whether the light changes our not in its vergence between its surfaces
so for E.G
-Contact lens- due to the surfaces being steeply curved there could be a slight change in vergence between the surfaces although the surface is very thin