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Astrophysics

Reflecting telescopes

  • 4 things to know
  • Paper 3, section B

Overview

The Cassegrain arrangement, spherical and chromatic aberration, and why large telescopes use mirrors.

What you need to know

Answer each one before you reveal it.

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Process

How does light reach the eyepiece in a Cassegrain telescope?

Numbers

What defect does spherical aberration cause, and why is the primary mirror parabolic?

Numbers

Why does chromatic aberration affect refractors but not reflectors?

Key term

What problem affects large lenses that are supported only at their edges?

Questions from this subtopic

Each one with the model answer underneath.

  1. 1

    What type of surface does the primary mirror in a Cassegrain telescope have, and what effect does this have on incoming parallel rays?

    Model answer

    It has a concave surface, which converges parallel rays towards a focal point.

  2. 2

    Why is the primary mirror in a reflecting telescope made as large as practically possible?

    Model answer

    A large primary mirror maximises light-gathering power, allowing fainter objects to be observed.

  3. 3

    Describe the state of light rays entering a Cassegrain telescope from a distant astronomical object.

    Model answer

    The rays are parallel because the object is effectively at infinity.

  4. 4

    What shape is the secondary mirror in a Cassegrain reflecting telescope, and what effect does this shape have on light rays?

    Model answer

    The secondary mirror is convex, which diverges the rays striking it.

  5. 5

    Where is the secondary mirror positioned relative to the focal point of the primary mirror in a Cassegrain telescope?

    Model answer

    It is positioned before (in front of) the focal point of the primary mirror, intercepting the converging rays.

  6. 6

    How does light reach the eyepiece in a Cassegrain telescope after striking the secondary mirror?

    Model answer

    The convex secondary mirror reflects light back through a hole in the centre of the primary mirror to the eyepiece.

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AP = 4πr²σT⁴.
BThe surface area of a spherical star is 4πr².
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