As my old Dell 2001 broke, I want to buy a new LCD. Here is my
question: money is an issue
Do I get better results from 24" LCD with 1920x1200 pixels
than with a 21" LCD with 1600x1200 pixels in terms of ergonomics or
usability?
I know this quesion might sound stupid, but what is your experiance
when using such displays?
I've spent a lot of time studying this lately .... I've been in the market for either a single LCD, or a pair ... because I'm particularly interested in portrait mode as well as horiz.
I'm interested in maximizing the image size of a full 3:2 picture. I want picts to be as big as they can be, correctly sized. So I've tried to figure out how a 3:2 image actually fits inside the various PC format monitors floating around. 21" are 4:3, usually 1600x1200. Widescreens are 16:10, and a 24" nrmally comes in at 1920 x 1200. Actual physical viewing sizes follow pixel counts extremely closely as there is little difference in the size of individual pixels between these monitors.
Now, at first blush it looks like the wide screen is the only monitor capable of providing enough horiz size to allow full use of the 1200 vertical ... that is 1200 x 3:2 = 1800, which is less than 1920. BUT, can we use the full 1200 vertical? Well, CS2 and every program I've tried have title bars, or non-moveable tool bars that rob vertical real estate. I figure 85% of vertical is all that's normally usable. So 85% of 1200 = 1020. And 1020 x 3:2 = 1510, which also fits inside a 21" 1600.
Bottom line, a 24" wide screen gives no larger a full image than does a 21" regular screen. What you get is tool bar space on the sides. But I would much rather have a second monitor for that ... but then again, that is an entirely personal preference.
It's a little ironic that horiz 3:2 pics are most constrained by vertical real estate, as monitors keep expanding horizontally! And if you rotate a monitor and play around in portrait mode you find the same thing ... that the pics are vertically constrained first. Here, widescreens have great value in producing the largest image .... because they're taller! Go figure! best, mark