math with monitors...or something
This might be considered somewhat technical:
All along I've assumed that the dot pitch / aperture grill pitch was the spacing between pixels, but then I did some math...
Using the Iiyama Vision Master Pro 510 as an example (which is a very nice monitor, btw):
20 inch viewable
aperture grille pitch = .25mm
max res = 2048x1536
20 inch viewable means that you have a picture which is 16 inches across and 12 inches tall
(...pythagorian theorem 16^2 + 12^2 = 20^2)
.25mm grille pitch =
(.025cm)(1in/2.54cm) = .009843 inch pitch
The monitor is 16 inches across & has a pitch of .009843:
(16" / .009843") ~= 1625
(12" / .009843") ~= 1219
So my big assumption there was that the aperture grille pitch is equivalent to horizontal pixel spacing. If this is indeed the case, it would imply that this monitor can have a max res of 1625 x 1219. How do they manage 2048x1536??
I suppose this is just a really complicated way of asking what the aperture grille pitch really means...
-Bash
[This message has been edited by Bash (edited June 29, 2001).]