nanog mailing list archives
Re: Satellite latency
From: Leo Bicknell <bicknell () ufp org>
Date: Tue, 26 Feb 2002 22:27:54 -0500
In a message written on Tue, Feb 26, 2002 at 09:07:14PM -0500, Steven M. Bellovin wrote:
Geosynchronous orbit is about 36,000 km from the center of the earth. Round-trip to the satellite is ~72,000 km; the speed of light is 300,000 km/sec. That works out to 240 milliseconds at the minimum for one-way packet delivery.
Remember that a geosynchronous satellte must orbit the equator. Let's say for the sake of argument it's over mexico, you're in New York, and the downlink station is in San Diego. The 36,000 is the distance straight "down" to mexico, It's probably more like 50,000 to New York, and 45,000 to San Diego. And if you're in New York, and your mail server is in New York, but the downlink was to San Diego, you've got another 4,000 across country. Now you're up closer to 100,000km. Add to this some inefficient encoding done on satellites, and most (consumer) systems using a broadcast medium that can buffer packets and you see why people report 1 second RTT's with services like StarBand. It's better than nothing, but it's a rough primary connection. -- Leo Bicknell - bicknell () ufp org - CCIE 3440 PGP keys at http://www.ufp.org/~bicknell/ Read TMBG List - tmbg-list-request () tmbg org, www.tmbg.org
Current thread:
- Re: Satellite latency Steven M. Bellovin (Feb 26)
- Re: Satellite latency Leo Bicknell (Feb 26)
- Re: Satellite latency Brett Frankenberger (Feb 26)
- Re: Satellite latency Michael Painter (Feb 27)
- Re: Satellite latency Jim Mercer (Feb 27)
- Re: Satellite latency Valdis . Kletnieks (Feb 27)
- Re: Satellite latency Jim Mercer (Feb 27)
- Re: Satellite latency Joe Abley (Feb 27)
- Re: Satellite latency Valdis . Kletnieks (Feb 27)
- RE: Satellite latency Tony Hain (Feb 27)
- Re: Satellite latency Leo Bicknell (Feb 26)
- <Possible follow-ups>
- RE: Satellite latency Rowland, Alan D (Feb 27)
- Re: Satellite latency Dickson, Brian (Feb 27)
- Re: Satellite latency Iljitsch van Beijnum (Feb 27)