Lenses and Optical Telescopes Flashcards
Explain the shape of:
i) biconvex lens
ii) piano-convex lens
iii) piano-concave lens
iv) biconcave lens
i) 2 curved sides where the thickest area is through the principle axis
ii) 1 curved side and a flat side where the thickest area is through the principle axis
iii) 1 curved side and a flat side where the thinnest area is through the principle axis
iv) 2 curved lines where the thinnest area is through the principle axis
Describe the axis of symmetry called?
The principle axis
Define the principle focus
The point on the principle axis where rays cross which were originally parallel to the principle axis
What is the distance between the centre of the lens and the principle focus called?
The focal length
Name the 6 types of converging lens
1) biconvex
2) pianoconvex
3) positive meniscus
4) negative meniscus
5) pianoconcave
6) biconcave
Describe the image for an object that is beyond 2F
Real
Inverted
Diminished
Describe the image for an object that is at 2F
Real
Inverted
Same size
Describe the image for an object that is between F and 2F
Real
Inverted
Magnified
Describe the image for an object that is between F and the lens
Virtual
Upright
Magnified
State the lens formula and state the rules about the signs for focal length and the nature of the image
1 / f = 1 / u + 1 / v
where u is distance from object to lens, and v is from lens to image
- Converging lenses have +ve focal lengths, diverging lenses have -ve focal lenghts
- Distances to real images are +ve, and to virtual images are -ve
Define angular magnification and give its units
The ratio of the angle subtended at the eye by the image formed by an optical instrument to that subtended at the eye by the object when not viewed through the instrument.
M = Angle subtended by image of eye (α) / angle subtended by object of unaided eye (β)
Units: Radians (rad)
Describe the ray diagram for an astronomical telescope consisting of two converging lenses
The telescope is in normal adjustment because the image is formed at infinity (i.e. light rays leave the telescope parallel)
The focal points of the two lenses coincide, making the distance between them equal to the sum of the focal points
Give the equation and units for the angle subtended by an object of height h, distance d away
θ = h /d
units: radians
Give the equation relating the focal lengths of the objective and eyepiece lenses to the angular magnification
M = fₒ / fₑ
Describe and explain the shape of reflecting telescopes
A parabolic mirror is used to create one focal point, to prevent spherical aberration