|Jul2-12, 07:06 AM||#1|
Lorentzian line shape profile
I hope some one can help me with this one:
I have a Lorentzian line profile
L(√L) = 1 / ((√L - √0 )^2 + ([itex]\Gamma[/itex]2/4))
for v = 0.
For v [itex]\neq[/itex] 0 I have
[itex]\int[/itex](1 / ((√L - √0 - kvz)^2 + ([itex]\Gamma[/itex]2/4)) * g(vz) dvz)
I suppose the factor g(vz) dvz is a velocity factor, but how do I calculate it or where can I read more about the Lorentzian line shape profile with this velocity factor. I can only find descriptions about the Lorentzian without this velocity factor.
Hope someone can give me a hint or an explanation to this as I do not understand it.
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