$$B(\omega,v-v_*)=\frac{1}{8\pi^2}|\omeg
((\omega\cdot(v-v_*))\omega)|^2$$
---you know, where the hat $\sphat$ denotes the Fourier transform and $\phi$ is a two-body interaction potential.
Always remember & never forget . . .
$$B(\omega,v-v_*)=\frac{1}{8\pi^2}|\omeg
((\omega\cdot(v-v_*))\omega)|^2$$
---you know, where the hat $\sphat$ denotes the Fourier transform and $\phi$ is a two-body interaction potential.
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Postcard of the Day
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I'm about to head out to be boosted.
Guess I'd better put some clothes on. The stove came. There was one big "uh-oh" blunder reveal that really threw me for a loop, but I…
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Postcard of the Day
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Postcard of the Day
'
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I'm about to head out to be boosted.
Guess I'd better put some clothes on. The stove came. There was one big "uh-oh" blunder reveal that really threw me for a loop, but I…
-
Postcard of the Day
…
