Picdude wrote:
Very interesting test. Please don't take this as me doubting you in any way, but how did you arrive at those numbers? I ask because I may want to use that formula with different lenses.
I made a mistake in the previous post; quoted numbers are for portrait orientation, not landscape. I usually use this relationship for portrait shooting, so...
At any rate, here is the formula:
Object Height related to focal length and distance
The relationship between object height and distance for a given lens and sensor is the following:
H / D = (S / F) * (Hp / Sp)
where
H = height of the object (unit of choice)
D = distance to the object (unit of choice)
S = sensor height (mm)
F = focal length of lens (mm)
Hp = height of the object in the image (pixels)
Sp = sensor height (pixels)
To solve for distance, we have
D = H * (F / S) * (Sp / Hp)
If the object fills the frame, then Hp=Sp.
For full frame, the sensor height is 24mm.
In this example, the object height is 3 feet, and the lens is 500mm
D = 3 feet * 500mm / 24mm
D = 62.5 feet
I shoot micro Four Thirds format, and use a simple rule of thumb for portrait mode:
With 45mm lens, 4 foot height, 10 foot distance.
For full frame, the rule is 90mm lens, 4 foot height, 10 foot distance.