Veiwing distance.....


I am in a 13X19 room, screen is on short wall, my speakers are 9 feet apart and I have a Sony XBR WEGA 30 inch wide set, my question is for ideal viewing ditance for movies, not casual viewing wich dictates couch is close to back wall, but should I pull my couch up for movies? thanks for your continued help....Chad
chadnliz
I have a 65in.rptv same dimension as your short wall.In front of this tv I have a 92in auto screen that comes down for those "un-casual" viewing moments. Pull the couch up--way up!!
For a 30in widescreen TV, you need to be between 2 to 3 metres away for optimum viewing. Too close, you could get a headache and too far.......is just not as as fun.
I would try different distances. I have a low tolerance for being too close. People differ in this respect. If you have to move your eyes back and forth a lot to see all the action at once, then you are too close. that is what gives you the headache.
Dr. Chung

Why mix inches with metric? You seem to be suggesting a viewing distance of about 2 to 4 times the width of the screen, which is in line with the usual recommendations.

I have a 36 XBR with a 30" wide screen, and would prefer being closer to the 2 times the width for viewing, but that is too close for listening with external speakers, and I want to be able to enjoy either stereo music or video without moving the chairs, so I let good stereo imaging drive the viewing/listening distance. I do not use the center channel for music. My front LR speakers, center to center, are about 7.5' apart and 3.5' from the wall behind them, in a room 14' X 19', so my viewing distance is about 9', or 3.6 times the width (3 times the diagonal), which I consider a bit too far for an enveloping video experience with progressive scan movies or HDTV.

I suspect 9' may be too much separation for Chad's 30' wide (36 XBR?) screen. My audio system, even with stereo music, generates a soundstage that dwarfs the video from the 36 XBR, so I plan to move to an 80" X 45" front projection screen, where 9' would be 2.4 times screen height (1.35 times screen width).

db
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