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I found that the default setting for 'n' in gaussian_function(C, r, n, sigma) is 1,such as "near_wake_deficit = gaussian_function(C, r, 1, np.sqrt(0.5))", which might reference the super-Gaussian wake model (n ≥ 2,Blondel and Cathelain - 2020 - An alternative form of the super-Gaussian wind ...). Could you tell me which literature references the choice of 1 or the reasoning behind this choice when Standard model n=2? |
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and sigma default sqrt(0.5),then result=C(x)exp(-r),why do this |
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Hi @WangOne1 , Thanks for the question, and sorry that it took me a while to get around to answering it. I think that the confusion here is that Does that answer your question? Misha |
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Hi @WangOne1 ,
Thanks for the question, and sorry that it took me a while to get around to answering it. I think that the confusion here is that$r^2$ as normally defined in a Gaussian wake model. You'll notice that $r := y^2 + z^2$ . This is admittedly confusing when cross-referencing with papers supplying the "usual" definition of $r$ as the hypotenuse---I will try to add some documentation to clarify that (#1105).
r
in thegaussian_function
is in factr
comes from therC
function, and there it is computed as the hypotenuse squared (rather than the hypotenuse). Simplifying the expression, it is essentiallyDoes that answer your question?
Misha