SMEFT negative distributions using MC weights
Hi,
I am generating charged current Drell-Yan events using Madgraph. I want to generate the SM process as well as three additional processes which receive a contribution from a single Wilson coefficient of the SMEFT. The three Wilson coefficients I am looking at are cll1, cHl1, and clq3. I use the model SMEFTsim_
import model SMEFTsim_
define l+- = e+ e- mu+ mu-
define vl+- = ve ve~ vm vm~
generate p p > l+- vl+- NP<=1 SMHLOOP=0 NP^2==1
I am then using AnalysisTop to plot distributions associated to the final state kinematics. I am able to identify the truth-level final-state neutrino and lepton; and plot distributions accordingly. I also include a weight "weight_mc" for each of the events in my histograms, from the MC generator weights. I plot two distributions for each variable, one corresponding to the electron decay channel and the muon decay channel. The SM distributions look as expected, as do the cll1 distributions. The cHl3 and clq3 distributions exhibit negative distributions, however. More specifically, the invariant mass of the W boson starts negative and close to zero at m_W = 0. It becomes increasingly more negative as m_W increases and suddenly swaps sign at the W-pole (~80 GeV) to be come very large and positive, gradually decreasing to zero as m_W moves away from the W-pole.
Does anyone know why including the weights causes this strange effect to occur?
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