Telescope Field of View Calculator

Enter your telescope focal length, eyepiece focal length, and apparent field of view to calculate the true field of view and magnification of your optical setup. Switch to Imaging Mode to calculate FOV using sensor dimensions and pixel size. Results are shown in degrees, arcminutes, and arcseconds — perfect for planning visual observations or astrophotography sessions.

mm

The focal length printed on your telescope tube or in its specifications.

mm

The diameter of the objective lens or primary mirror.

mm

Focal length stamped on the eyepiece barrel (e.g. 25mm, 10mm).

°

The AFOV is listed on the eyepiece box or manufacturer specs. Typical values: Plössl ≈52°, wide-angle ≈68–82°.

mm

Physical width of the camera sensor in millimetres (e.g. full-frame = 36 mm).

mm

Physical height of the camera sensor in millimetres (e.g. full-frame = 24 mm).

μm

Pixel pitch of the camera sensor in micrometres. Found in the camera datasheet.

Results

True Field of View

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True FOV (arcminutes)

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True FOV (arcseconds)

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Magnification

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Focal Ratio (f/)

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Image Scale

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Imaging FOV Width

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Imaging FOV Height

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Field of View Breakdown

Frequently Asked Questions

How do I calculate the true field of view of a telescope?

The true field of view (TFOV) is calculated by dividing the eyepiece's apparent field of view (AFOV) by the magnification: TFOV = AFOV ÷ Magnification. Magnification itself equals the telescope focal length divided by the eyepiece focal length. For example, a 1000 mm telescope with a 25 mm eyepiece (52° AFOV) gives 40× magnification and a 1.3° true field of view.

Where do I find the apparent field of view of my eyepiece?

The apparent field of view (AFOV) is printed on the eyepiece box, engraved on the barrel, or listed in the manufacturer's specifications. Common designs have standard AFOVs: Kellner ≈40–45°, Plössl ≈50–52°, wide-angle ≈65–68°, and ultra-wide ≈82–100°. If you cannot find it, 52° is a safe default for a standard Plössl eyepiece.

How does a Barlow lens affect field of view?

A Barlow lens multiplies the effective focal length of the telescope, which increases magnification by the Barlow factor (typically 2× or 3×). Higher magnification reduces the true field of view by the same factor. A 2× Barlow halves your TFOV. You can model this by multiplying your telescope's focal length by the Barlow factor in the calculator.

What field of view do I need for different celestial objects?

The Moon and Sun span about 0.5° (30 arcminutes), so a TFOV of 0.8–1.5° works well for full-disk views. Large open clusters like the Pleiades need 1–3°. Galaxies like Andromeda (M31) span about 3°, requiring a wide-field setup. Planets are tiny (under 1 arcminute) and benefit from high magnification rather than wide FOV. Globular clusters and most nebulae fit within 20–60 arcminutes.

How do I convert between degrees, arcminutes, and arcseconds?

1 degree = 60 arcminutes (′). 1 arcminute = 60 arcseconds (″). Therefore 1 degree = 3600 arcseconds. To convert degrees to arcminutes, multiply by 60. To convert to arcseconds, multiply by 3600. This calculator displays your true field of view in all three units automatically.

What is image scale and why does it matter for astrophotography?

Image scale (also called plate scale) expresses how many arcseconds of sky fit within one pixel of your camera sensor. It is calculated as: Image Scale (″/px) = (Pixel Size in μm × 206.265) ÷ Telescope Focal Length (mm). Smaller values mean finer resolution but require better seeing and tracking. A typical target for good seeing is 1–2 ″/px for high-resolution planetary work, and 1.5–3 ″/px for deep-sky imaging.

Can I increase field of view without changing eyepieces?

Yes — using a focal reducer decreases the telescope's effective focal length, lowering magnification and widening the true field of view. A 0.5× reducer doubles the TFOV. You can also use a shorter telescope, pair a wide-AFOV eyepiece with the same scope, or for imaging, use a larger sensor. Each approach trades field coverage against other optical properties like image scale and f/ratio.

What is the field of view of the Hubble Space Telescope?

Hubble's Wide Field Camera 3 (WFC3) in its wide-field channel covers approximately 162 × 162 arcseconds (about 0.045° × 0.045°) with a pixel scale of around 0.13 arcseconds per pixel. Its Advanced Camera for Surveys (ACS) Wide Field Channel covers about 202 × 202 arcseconds. These are extremely narrow fields compared to typical amateur telescopes, reflecting Hubble's very long focal length of ~57.6 metres.

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