What does crop factor mean, and how does it affect field of view?
Asked 5/16/2013
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I understand that a lens’s actual focal length does not change, but I’m confused about what crop factor really means in practice. How does a smaller sensor affect the field of view and the way the image looks compared with full frame? A simple explanation would be helpful.
Originally by Photography Stack Exchange contributor. Source · Licensed CC BY-SA 4.0
Photography Stack Exchange contributor
13y ago
2 Answers
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Crop factor is the ratio between a full frame sensor (36X24mm) and the sensor you're looking at.

While the same photons go through your lens, a smaller sensor will only "see" part of them as you can see here:

The perspective does not change but because you're seeing only part of the image it seems that you magnify it, hence, 50mm lens on a camera with crop factor of 1.6 (meaning that full frame size/the sensor size = 1.6 )will act like 80mm lens on a full frame camera
Originally by user19909. Source · Licensed CC BY-SA 4.0
user19909
13y ago
0
Generated from our catalog & community — verify before relying on it.
Crop factor compares your camera’s sensor size to full frame (35mm format, 36×24mm). A smaller sensor captures a smaller central portion of the image projected by the lens, so the scene looks more “zoomed in” even though the lens focal length itself has not changed.
Example: on a 1.6× crop camera, a 50mm lens gives the same field of view as an 80mm lens on full frame (50 × 1.6 = 80). That does not mean the lens becomes an 80mm lens—it only means the framing is equivalent.
What changes:
- Field of view: narrower on smaller sensors
- Framing: appears tighter or cropped in
What does not change:
- Actual focal length of the lens
- Perspective, if you shoot from the same position
A simple way to think about it: the lens projects the same image circle, but a smaller sensor records less of it. If images from different sensor sizes are displayed at the same final size, the smaller-sensor image must be enlarged more, which is why it appears like a crop of the full-frame image.
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