Louis- your question about accuracy for an organic shape 1.5" thick x 10" wide x 48" is easy to estimate.
If your camera has 4000 pixels across and you use the wide part of the image along the 48" axis. If you fill 2/3 of the frame the 48" correlates to:
4000 * 2/3 = 2666 pixels.
The object is 48" long so the distance represented by an individual pixel can be no less than:
48 / 2666 = .018" approximate best case.
That is the best case if you do everything exactly correct with a perfect camera and a perfect lens. Probably it wont be that good, so divide the estimate by half for reality:
0.018 / (1/2) = .04" approximately
The next issue is the effect of not being perfectly flat. The best solution is to use a telephoto lens and photograph the object from a distance much longer than 48". That compensates for the "organic shape" at least somewhat. So the 0.04" best case estimate will degrade. Exactly how much requires a lot of math. To learn more read up on photogrammetry. (The science if measuring things from photographs.)
But a reasonable expectation for an organic shape is 0.1 inches in your case. That number comes from dividing the optical errors by half again:
0.04" / (1/2) = 0.1"
The important thing is the more pixels, the more accuracy. The better the lens and the further you are from the object the more accuracy. The further you are, the smaller the relative image so fewer pixels.
As a friend of mine once said "An experiment is worth a thousand expert opinions". Take some pictures for free and see how well it works. Measure the accuracy in the aspects of the result that are important to you.
D
"The best thing about building something new is either you succeed or learn something. Its a win-win situation."
--Greg Westbrook