Telescope Field of View Calculator

Estimate how much sky your telescope and eyepiece combination shows.

True field of view
Use known magnification directly or calculate magnification from telescope and eyepiece focal lengths.

About telescope field of view

A telescope's true field of view is the angular width of sky visible through a particular eyepiece. It determines whether a large target fits comfortably in the view and how much surrounding sky is available for navigation. True field differs from apparent field of view, which describes how wide the circular view seems when you look into the eyepiece. The same eyepiece can produce different true fields in telescopes with different focal lengths because its magnification changes. The common approximation divides eyepiece apparent field of view by magnification. A 50-degree apparent field at 100-power therefore shows about 0.5 degree of sky, close to the apparent diameter of the full Moon. If magnification is not already known, divide telescope focal length by eyepiece focal length first. A 1200 mm telescope with a 24 mm eyepiece gives 50-power. Combining that with a 68-degree apparent field produces an estimated true field of 1.36 degrees. This approximation is convenient and usually adequate for observation planning. Eyepiece apparent fields are not always geometrically exact, however, especially in wide-angle designs where distortion is intentionally controlled. A field-stop calculation can be more precise when the manufacturer publishes the eyepiece's effective field-stop diameter. In that method, true field in degrees is approximately 57.3 times field-stop diameter divided by telescope focal length. Accessories such as Barlow lenses, focal reducers, diagonals with restrictive apertures, and binoviewers can also change effective magnification or cause vignetting. Use the result to match equipment to targets. Large open clusters, extended nebulae, and star-hopping benefit from a broad true field, while planets and double stars occupy a small angle and are normally viewed at higher power. Compare the calculated field with reliable angular dimensions, leaving extra space around an object rather than expecting an exact edge-to-edge fit. The atmosphere, optical quality, and observer experience affect detail but not the basic geometric field. For imaging systems, sensor dimensions and plate scale determine the captured field, so use a dedicated camera field-of-view calculator rather than this visual eyepiece approximation.

Field of view examples

The examples show common visual telescope and eyepiece combinations.

Optical setupTrue fieldPractical scale
50° AFOV at 100×0.5° (30 arcminutes)About one full-Moon diameter
68° AFOV; 1200 mm / 24 mm1.36° (81.6 arcminutes)Wide enough for many open clusters
82° AFOV; 800 mm / 10 mm1.025° (61.5 arcminutes)An immersive medium-power view

How to calculate telescope field of view

  1. Read the eyepiece apparent field of view from its specification.
  2. Choose whether to enter known magnification or both focal lengths.
  3. Enter positive optical values and select Calculate field of view.
  4. Compare the result in degrees or arcminutes with your target's angular size.

Frequently asked questions

What is true field of view?

True field of view is the angular span of actual sky visible through the telescope. It is normally expressed in degrees or arcminutes.

What is apparent field of view?

Apparent field of view is the perceived angular width of an eyepiece's viewing circle. It is an eyepiece specification and is not the same as the sky area shown.

How do focal lengths determine magnification?

Divide telescope focal length by eyepiece focal length. Longer telescope focal length or shorter eyepiece focal length produces greater magnification and usually a smaller true field.

Why is this result an approximation?

Published apparent field and optical distortion do not always follow a perfect simple geometry. A manufacturer-specified field stop can provide a more exact result.

Will a Barlow lens change the field of view?

Yes, a Barlow increases effective telescope focal length and magnification. The corresponding true field becomes narrower by approximately the same factor.