Angle of View
The angle of view describes the angular extent of a given scene that is imaged by a camera in the vertical and horizontal directions.
The angle of view increases as the arctangent of the ratio increases between the dimension of interest and the focal length.
Formula
![Copy to Clipboard {QuantityVariable[Subscript["α", "v"], "Angle"] == 2*ArcTan[QuantityVariable["h", "Height"]/(2*QuantityVariable["f", "Length"])], QuantityVariable[Subscript["α", "h"], "Angle"] == 2*ArcTan[QuantityVariable["w", "Width"]/(2*QuantityVariable["f", "Length"])]}](https://www.wolframcloud.com/objects/resourcesystem/marketplacestorage/resources/0cc/0cc8fa90-a067-4ee7-84d9-1ba1561ce7e5/Webpage/FormulaImage.png)
| symbol | description | physical quantity |
|---|---|---|
| αv | vertical angle of view | "Angle" |
| f | focal length | "Length" |
| h | height of image format | "Height" |
| αh | horizontal angle of view | "Angle" |
| w | width of image format | "Width" |
Forms
Examples
Get the resource:
| In[1]:= |
| Out[1]= | ![]() |
Get the formula:
| In[2]:= |
| Out[2]= |
Use some values:
| In[3]:= |
| Out[3]= | ![]() |

