if I have a subject that is 40 meters long and I will be 1.06 km away from it, what focal length do I need, on a Full Frame camera, to exactly fit my entire subject?
Gemini said
To calculate the required focal length to fit a subject perfectly into your frame, you can use the basic lens formula based on the relationship between the sensor size, subject size, and distance.
For a
Full Frame camera (36mm×24mm sensor), if you want the
40-meter subject to fit across the long edge (horizontal) of the frame:
The Formula
f=Od×s
Where:
- f = Focal Length
- d = Distance to subject (1.06 km=1,060,000 mm)
- s = Sensor size (36 mm for the long edge of Full Frame)
- O = Object/Subject size (40 meters=40,000 mm)
The Calculation
f=40,000 mm1,060,000 mm×36 mm
f=40,00038,160,000
f=954 mm
Summary of Results
- To fit the 40m subject horizontally: You need a 954mm lens.
- To fit the 40m subject vertically: You would use the 24mm sensor height in the formula, resulting in a 636mm lens.
Since 954mm is a very specific and long focal length, you would likely use an
800mm lens (which would leave some "breathing room" around the subject) or a
600mm lens with a 1.4x or 2.0x teleconverter.
Doing this in PhotoPills
If you want to use the
PhotoPills app mentioned in your shared forum post:
- Open the "Field of View" (FoV) tool.
- Select your camera model (to set the Full Frame sensor size).
- Switch the "Input" mode to "Distance and Subject Size" if available, or simply toggle the Focal Length until the "Horizontal FoV" at your specific distance (1.06 km) equals 40 m.