At 12:50 PM 4/11/02, Jeffrey Reed wrote:
>In theory, doesn't electricity travel at the speed of light? 186,000 feet
>per second, I think.

Miles per seconds! ;-) As Wes said, "The rough calculation for the
propagation
of an electromagnetic signal in wire is 66% of the speed of light in a
vacuum. Or 186000 x 2/3 = 124000 miles/sec."

Here's what we'll be saying in our new book. (It is copyrighted, so don't 
steal the exact wording please, although the concepts are certainly 
universal! ;-)

"A signal in a cable propagates at roughly 2/3 the speed of light in a 
vacuum. The value 0.59c is used for twisted-pair cabling, where c stands 
for the speed of light in a vacuum, which is 300,000 km/s, or 186,282 mi/s. 
To determine how far a signal can travel in 1 second, use the following 
equation:

300,000 km/sec * 0.59 = 177,000 km/sec

In 1 second, a signal can propagate 177,000 km. In that same second, there 
can be 10 million bits on a 10-Mbps Ethernet network. Hence, the electrical 
energy associated with a single bit stretches out 0.0177 km or 17.7 meters. 
A single bit is a very long thing on a cable. The mental image that many of 
us have of bits looking like numerous little box cars in a railroad train, 
moving along a cable, is not very accurate. The 100-meter cable between a 
workstation and a wiring closet, for example, contains only about five 
discrete bits."

(By the way, this has some real-world relevance in Ethernet CSMA/CD. You 
know how you always hear that a single collision domain must not exceed the 
round-trip propagation delay of a minimum sized-frame, 512 bits? The info 
above can help you figure out if your network exceeds that or not.)

Priscilla


>I once read theory that electricity flows through copper more efficiently
>than light flows through fiber, so the electrical bits would arrive first in
>a race.
>
>I have both interfaces here in the lab... I'll time it this afternoon...
>(just kidding).
>
>Jeffrey Reed
>Classic Networking, Inc.
>
>-----Original Message-----
>From: [EMAIL PROTECTED] [mailto:[EMAIL PROTECTED]]On Behalf Of
>Matthew Tayler
>Sent: Thursday, April 11, 2002 12:01 PM
>To: [EMAIL PROTECTED]
>Subject: How fast do bits travel ? [7:41192]
>
>Ok I have spent ages trying to find an answer to this question, and probably
>only added to my confusion. You know how it is you spend ages looking at
>something and become snow blind or get tunnel vision or whatever, but I
>cannot see the answer to the following:
>
>How far does a bit travel in say 1 second or put another way how long does a
>bit take to travel a certain distance ?
>
>I understand, or think I do that if the line is say 128kbps then I can, in
>theory at least, expect 128,000 (approx) bits start down that line every
>second.
>
>But how long do they take to reach the other end, assuming a point to point
>link and both ends being the same speed, obviously.
>
>There has to be a nice simple formula for this somewhere, you know the sort
>of thing x= line speed, y = distance z = time etc
>
>Any ideas or poitners would be appreciated
>
>Thanks
________________________

Priscilla Oppenheimer
http://www.priscilla.com




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