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Telescope Magnification Calculator

Calculate magnification, exit pupil, and true field of view for an eyepiece and telescope pairing, including the useful magnification limit.

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Telescope magnification

Enter your telescope and eyepiece specs.

Magnification

120x

Exit pupil

1.67 mm

True field

0.57°

Useful maximum for this aperture: about 400x on an excellent night.

How the Telescope Magnification Calculator works

  1. Enter the telescope's focal length and aperture, both usually printed on the tube.
  2. Add the eyepiece focal length and its apparent field of view.
  3. Check the exit pupil — below about 0.5 mm the image dims and floaters in your eye become visible.

The method

Magnification is the ratio of the two focal lengths, and exit pupil is the aperture divided by that magnification.

magnification = telescope focal length ÷ eyepiece focal length; exit pupil = aperture ÷ magnification

1200/10 = 120x, and 200/120 = 1.67 mm exit pupil. True field is the eyepiece's apparent field divided by magnification: 68/120 = 0.57°.

FAQ

What is the maximum useful magnification?

Roughly 2x the aperture in millimetres on an excellent night, and often far less. Atmospheric seeing usually limits you well before the optics do, which is why very high magnifications mostly produce a bigger blur.

Why does exit pupil matter?

It sets image brightness and comfort. Too large and light spills past your eye's pupil; too small and the view dims while imperfections in your own eye become visible. Around 2-3 mm suits most deep-sky viewing.

Why does my true field shrink at high magnification?

Because true field is the eyepiece's apparent field divided by magnification. Doubling the power halves the sky you can see, which is why finding objects starts at low power.

How we compare

FeatureOnline Tool StoreA graphing calculatorA stats package
Exit pupil included
True field of view Manual
No account
Accounts for seeing conditions Experience

Telescope Magnification Calculator reports exit pupil and true field, which decide whether a magnification is actually usable rather than just available.

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