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- From: Richard.Mathews@West.Sun.COM (Richard M. Mathews)
- Newsgroups: sci.physics
- Subject: Re: Faster then the speed of light?
- Message-ID: <richard.726455490@astro>
- Date: 8 Jan 93 01:11:30 GMT
- References: <cburke.726436100@yorku.ca> <MATT.93Jan7123259@physics2.berkeley.edu>
- Organization: Sunsoft Inc., Los Angeles, CA.
- Lines: 34
- NNTP-Posting-Host: astro
- Originator: richard@astro
-
- matt@physics2.berkeley.edu (Matt Austern) writes:
-
- >Depending on exactly how you define your terms, there is nothing wrong
- >with the relative velocity of two objects being greater than c.
-
- >Definition 1: the relative velocity of object 1 and object 2 is defined
- > to be the velocity of object 2 in the rest frame of object 1.
-
- >Definition 2: the relative velocity of object 1 and object 2 is defined
- > to be the velocity of object 2 with respect to the observer,
- > minus the velocity of object 1 with respect to the same
- > observer.
-
-
- All this is true, but it has nothing to do with what this speaker was
- most certainly discussing. The problem is with the use of triangulation
- to deduce the tangential speed.
-
- If an object is moving almost directly towards you at almost the speed
- of light and if you observe it on two occasions, the light received on
- the second occasion will have been traveling for much less time (in
- your frame) than the light received earlier. If you calculate the
- transverse velocity by dividing the transverse distance by the time
- between observations, you will get an absurd answer. To get the correct
- transverse velocity, you must use the time between when the two bits of
- light were emitted, not the time between the two observations. Using the
- incorrect triangulation method, it is possible to get an arbitrarily large
- "transverse velocity" result. SR is not violated -- this is predicted by
- SR.
-
- Richard M. Mathews Lietuva laisva = Free Lithuania
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-