3 body decay factor of two -- solved
Hello,
I have a question about a behavior of Madgraph.
I implemented a model using FeynRules. It is the standard model (the one implemented in the FeynRules website) with two extra states called X83 and X53. When I compute the decay width of the X83, I have the following behaviors:
The decay chain goes has followed X83 > X53 w+ ,(X53 > w+ t). So the final states is t w+ w+ and there is one off shell propagator X53. (I have the same behavior for the decay X53 > w+ t,(t>w+ b) if I set the decay width of the top to 0.
If the decay width of X53 is set to 0 (not really physical I confess) the cross section is exactly two times bigger than a X53 with a width of 0.001 gev. (The mass of the two states is 400 gev)
I checked the matrix element for one point in the phase space using the output standalone command and there are almost the same in the 2 cases(the difference is only due to the 0.001 width.
Having done the computation using Mathematica, the good result seems to be the one with 0 width (if I have not forgotten a factor of two.
I am quite confuse by this behavior. Where do you think it come from?
(if you want I can send you the files)
Thank you for your time
Thibaud
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