Camera Field of View (FOV) Calculator
Use this calculator to determine your camera's horizontal, vertical, and diagonal field of view, as well as the actual scene width and height at a given distance, based on your lens's focal length and your camera's sensor dimensions.
Calculation Results:
Horizontal FOV: 0.00 degrees
Vertical FOV: 0.00 degrees
Diagonal FOV: 0.00 degrees
Scene Width at Distance: 0.00 meters
Scene Height at Distance: 0.00 meters
Understanding Camera Field of View (FOV)
The Field of View (FOV) of a camera refers to the extent of the observable world that is seen at any given moment through the camera lens. It's a crucial concept in photography, videography, surveillance, drone mapping, and virtual reality, as it dictates how much of a scene will be captured in your image or video.
What Influences FOV?
Two primary factors determine a camera's field of view:
- Focal Length of the Lens: This is the most significant factor. A shorter focal length (e.g., 24mm wide-angle lens) results in a wider FOV, capturing more of the scene. A longer focal length (e.g., 200mm telephoto lens) results in a narrower FOV, magnifying distant subjects but showing less of the overall scene.
- Sensor Size: The physical dimensions of your camera's image sensor (e.g., full-frame, APS-C, Micro Four Thirds) also play a critical role. A larger sensor, when paired with the same focal length lens, will capture a wider field of view than a smaller sensor. This is why a 50mm lens on a full-frame camera appears wider than a 50mm lens on an APS-C camera (which effectively crops the image, narrowing the FOV).
Why is FOV Important?
- Composition: Understanding FOV helps photographers compose shots effectively, deciding how much of the background or foreground to include.
- Lens Selection: It guides the choice of lens for specific situations – wide-angle for landscapes or interiors, telephoto for wildlife or sports.
- Surveillance & Security: For security cameras, FOV determines the area that can be monitored by a single camera.
- Drone Mapping & Photogrammetry: In aerial photography, precise FOV calculations are essential for planning flight paths and ensuring complete coverage of an area.
- Virtual Reality & Gaming: FOV is a key setting in VR headsets and video games, impacting immersion and user experience.
How the Calculator Works
Our Camera FOV Calculator uses a trigonometric formula to determine the field of view. It takes into account:
- Focal Length (mm): The optical length of your lens.
- Sensor Width (mm): The horizontal dimension of your camera's image sensor.
- Sensor Height (mm): The vertical dimension of your camera's image sensor.
- Distance to Subject (m): An optional input to calculate the actual width and height of the scene captured at a specific distance from the camera.
The calculator then provides you with the Horizontal, Vertical, and Diagonal FOV in degrees, along with the real-world scene dimensions at your specified distance.
Realistic Examples:
Example 1: Full-Frame Camera with a Standard Lens
- Focal Length: 50 mm
- Sensor Width: 36 mm (standard full-frame)
- Sensor Height: 24 mm (standard full-frame)
- Distance to Subject: 10 meters
- Results:
- Horizontal FOV: ~39.60 degrees
- Vertical FOV: ~27.00 degrees
- Diagonal FOV: ~46.80 degrees
- Scene Width at 10m: ~7.10 meters
- Scene Height at 10m: ~4.87 meters
Example 2: APS-C Camera with a Wide-Angle Lens
- Focal Length: 24 mm
- Sensor Width: 23.6 mm (typical APS-C)
- Sensor Height: 15.7 mm (typical APS-C)
- Distance to Subject: 5 meters
- Results:
- Horizontal FOV: ~52.00 degrees
- Vertical FOV: ~35.60 degrees
- Diagonal FOV: ~60.00 degrees
- Scene Width at 5m: ~4.90 meters
- Scene Height at 5m: ~3.25 meters
By using this calculator, you can gain a deeper understanding of how different lenses and sensor sizes impact your camera's perspective and the amount of a scene you can capture.