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Security Camera Lens Field of View Calculator

Published standard Lens geometry
Quick answer

A 2.8 mm lens on a 1/2.8 inch sensor has a horizontal field of view of 84.9 degrees and covers about 18.2 feet of scene at 10 feet. Coverage width grows linearly with distance and pixel density falls in proportion.


Horizontal field of view
84.9 degrees
Vertical field of view
54.4 degrees
Scene width covered
36.6 ft

Values update as you change the inputs. Where a figure cannot be computed honestly from what manufacturers publish, this calculator says so rather than showing a zero.

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The formula

field of view = 2 x atan(sensor width / (2 x focal length)), and scene width = 2 x distance x tan(field of view / 2)

The "1/2.8 inch" sensor naming is a legacy convention rather than a measurement, so the nominal widths used here are the figures the industry uses for each optical format.

Common questions


What field of view does a 2.8mm security camera lens have?

On the common 1/2.8 inch sensor format, a 2.8 mm lens produces a horizontal field of view of about 84.9 degrees and a vertical field of view of roughly 54 degrees. That wide angle is why 2.8 mm is the default lens on most fixed security cameras, trading reach for a broad view close to the camera.

How wide an area does a security camera lens cover at a distance?

Coverage width grows in direct proportion to distance from the lens. A 2.8 mm lens on a 1/2.8 inch sensor covers about 18.2 feet of scene at 10 feet away, so at 20 feet it covers roughly 36.4 feet, and at 40 feet roughly 72.8 feet, always exactly double the width covered at half the distance.

Does a longer focal length always mean a smaller field of view?

Yes, on the same sensor format a longer focal length narrows the field of view, because field of view equals twice the arctangent of sensor width divided by twice the focal length. A 2.8 mm lens gives a wide 84.9 degree view while a 6 mm lens on the same sensor narrows to roughly 44 degrees, trading width for reach at distance.

Does sensor size change field of view for the same lens?

Yes. A 1/2.8 inch sensor and a 1/1.8 inch sensor produce different fields of view from the identical focal length, because sensor physical width changes the underlying geometry, even though the 1/x inch naming is a legacy convention rather than a true measurement. A larger nominal sensor format generally produces a wider field of view at the same focal length.

Why does scene width matter more than field of view in degrees?

Degrees describe the lens itself, but scene width in feet describes what actually fits in frame at a specific distance, which is what matters when placing a camera over a driveway or door. Two lenses sharing the same field of view in degrees cover different actual widths once distance changes, so scene width at the real mounting distance is the more useful planning number.

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Keep going

A calculated figure is a planning number, not a promise. Every answer here comes from published standards and manufacturer specifications, and real installations vary with light, weather, scene motion and how a camera is actually aimed. Where a figure cannot be computed honestly from what manufacturers publish, this calculator says so rather than showing a zero.

Before you point a camera at anything. Aim at your own property and your own boundary, never into a neighbour's windows. Cameras in bedrooms, bathrooms or anywhere with a reasonable expectation of privacy are a serious legal problem, including for guests and anyone who works in your home. Audio is legally different from video, many US states require the consent of every party to a recorded conversation, and several recorders capture audio by default, so check your own state before enabling it. This is researched general information and not legal advice.