Re: Preposterous change of variables
- From: "Igor" <thoovler@xxxxxxxxxx>
- Date: 9 Nov 2006 10:24:03 -0800
actionintegral@xxxxxxxxx wrote:
Igor wrote:
actioninteg...@xxxxxxxxx wrote:
Igor wrote:Okay, now I see what you are saying. You're seeking a solution that is
actionintegral@xxxxxxxxx wrote:
additively separable, i.e. one that has psi (u,v) = psi1(u) + psi2(v).
And the equation will indeed admit such a solution.
Now here is where it ties in to where you helped me before. When I
separate using waves
u=x-vt, i get nonrelativistic solutions. But when I separate using
waves u=x-ct, how do I interpret the answers?
The main problem is that you really can't properly interpret the
answers since this would take it outside the domain of the Schroedinger
equation itself. SInce the equation is only valid for v << c, using c
in your substitution wouldn't give any real physically meaningful
result. For that, you would need to apply it to one of the
relativistic wave equations, such as Klein-Gordon or Dirac.
.
- References:
- Preposterous change of variables
- From: actionintegral
- Re: Preposterous change of variables
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- Re: Preposterous change of variables
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- Re: Preposterous change of variables
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- Re: Preposterous change of variables
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- Re: Preposterous change of variables
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- Re: Preposterous change of variables
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- Re: Preposterous change of variables
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