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Particle vs energy frames

 
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Feb7-12, 10:50 AM   #1
 

Particle vs energy frames


Hello.

Is there a way, as for the energy frame, to get the particle frame 4-velocity of a fluid from its energy-momentum tensor?
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Feb7-12, 01:15 PM   #2
 
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Well, you could look for a timelike eigenvector.
Feb7-12, 03:11 PM   #3
 
Could you explain why?
Feb7-12, 04:09 PM   #4
 
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Particle vs energy frames


Quoting Wikipedia: "For a fluid in thermodynamic equilibrium, the stress-energy tensor takes on a particularly simple form
Tαβ = (ρ + p/c2)uαuβ + p gαβ where uα is the fluid's four-velocity."

And clearly uα is an eigenvector.
Feb7-12, 06:01 PM   #5
 
Ok, but for a fluid out of equillibrium?
Feb7-12, 06:13 PM   #6
 
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Sorry, I misunderstood. In that case I don't know the answer. Maybe you need to be given more information than just the stress-energy tensor.
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