- #36
BvU
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I'm still puzzled by the tenacity to pin an underlying distribution on such meagre data. So far I 've only seen this datanaviakam said:This is exactly what it is: a small volume heats up for a ns time scale, then the ions distribution similar to that of MB is generated!
I want to understand how sensible it is physically to have such distribution for ions at high energies which behave like a BB radiation with similar curve, total power and peak.
And when I try to generate the two distributions (granted: meagre attempt):
(actually ##x^2\,e^{-x^2}\ ## and ## 5.7\, x^3/(e^x - 1) \ ## )
the data can't distinguish between the two (and a gaussian or Poisson, Lorentzian, Voigt, ...).
Do you happen to have a statistically useful high-volume, wide energy range, set of data to subject to a decisive fitting procedure or does this all remain conjecture ?
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