View allAll Photos Tagged Object,
For this first part of the experiment I set my camera to a focal length (f) of 50mm and an aperture of f/5.6 (N = 5.6). The distance (U) between the camera and the object was 615mm. The last missing variable in the Depth of Field (DoF) formula ((2CNU^2)/f^2) is C - the Circle of Confusion.
Computing C as follows:
Let's say: everything smaller than 1.5 blur counts as in focus.
The picture's size is 1176 x 1665 pixels. So the diagonal of it is: sqrt(1176^2 + 1665^2) = 2038 pixels.
The APS-C Sensor of my camera has a size of 15.8 x 23.6mm and thus a diagonal of 28.4 mm.
So I compute C = 1.5 / 2038 * 28.4 = 0.0209.
Now I can compute the theoretically expected DoF:
DoF = ((2*0.0209*5.6*615^2)/50^2) = 35.41mm. Since the ruler is at an angle of 45°, this result hast to be modified by multiplying by sqrt(2): DoF = 35.41*sqrt(2) = 50,08mm.
Looking at the picture, I'd consider the numbers between 140mm and 90mm in focus (DoF = 50mm). So the experimental result fits the theoretical result very well.
On the left, dead, useless plug. On the right, lively, scooter-powering
plug. Know the difference! It finally occurred to me the check the plug
after my scoot wouldn't start for the third or fourth time in a week. I
changed it in the corner of 18th and Washington. A man asked me for a
cigarette while I was doing so.
(Sent from my phone.)