KCL Section 5: Lenses (Lenses) Flashcards
(28 cards)
What is the focal point?
The focal point is the point where parallel incident rays of light meet or appear to diverge from.
Do converging lenses have a real focal point?
Converging lenses have a real focal point, which means that the focal point actually exists, and the image formed at the focal point could be projected onto a screen.
Another word for a converging lens?
Convex
Another word for a diverging lens?
Concave
Do diverging lenses have a real focal point?
Diverging lenses have a virtual focal point - the rays don’t actually intersect at this point, but they appear to, when you look at the refracted rays
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What is the focal length?
The focal length is the distance between the optical centre (the centre of the lens) and the focal point.
Power of a lens?
1 / focal length
A lense has a focal length of 46cm. What is the power?
2.17 D
A concave lens has a virtual focal length of 36.4 cm. What is the power?
-2.75 D
Calculate the power of a converging lens with a focal length of 6.5 cm
15 D
Calculate the power of a converging lens with a focal length of 48 mm
21 D
Calculate the power of a converging lens with a focal length of 32.5 cm
3.08 D
Calculate the power of a diverging lens with a focal length of 7.8 cm
-13 D
Calculate the power of a diverging lens with a focal length of 51.5 mm
-19.4 D
Calculate the focal length of a converging lens with a power of 4.0 D
0.25 m
Calculate the focal length of a converging lens with a power of 2.90 D
0.34 m
Calculate the focal length of a converging lens with a power of 3.15 D
0.32 m
Calculate the focal length of a diverging lens with a power of -3.4 D
-0.29 m
Calculate the focal length of a diverging lens with a power of -0.56 D
-1.79 m
f a combination of two or more lenses is used, the total power is the ______ of the powers of the lenses.
Remember the the focal length, and therefore the power, of a diverging lens is ________.
f a combination of two or more lenses is used, the total power is the sum of the powers of the lenses.
Remember the the focal length, and therefore the power, of a diverging lens is negative.
Converging lens (1D) and a converging lens of power 2D are put together. What is the new power?
1 + 2 = 3
3D
Calculate the combined power two converging lenses with a focal lengths of 12 cm.
17 D
Calculate the combined power of a convex lens with a focal length of 9.0 cm and another convex lens with a focal length of 3.0 cm.
43 D