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Endcap e/h desicrimination: using the ESMD and EPRS
Endcap e/h desicrimination: using the ESMD and EPRS
A few weeks ago I gave a short presentation on a preliminary endcap W algo. This preliminary algo had no requirements on SMD or pre/post shower. This blog shows some SMD and pre/post shower distributions for both the data and some single particle MC to get an idea where background might be reduced. Single particle MC samples were used as a crude estimate of our background signal since no filtered Pythia QCD sample exists with the correct endcap geometry. The cuts used to select W candidates can be found here, and a movie showing the cut distributions for a W+ MC sample is here.
Single particle MC samples:
An electron, pi plus, pi minus, and pi0 sample of 25K events each were all privately generated. Each sample was thrown with flat in eta=[1,1.5], flat in pt=[10,50], and with a zVertex distribution similar to Run 9 data.
In each figure below there are 5 figures for each distribution
Sample | |||
Top row | Data passing all W cuts (signal) | Single electron | |
Bottom row | Data passing all W cuts besides the sPtBalance cut (background) | Single charged pion | Single neutral pion |
Figure 1: ESMD U+V summed energy (+/- 20 strips from the centroid) vs ETOW 2x1 cluster ET
Figure 2: ESMD U+V ratio of 7 central strips to 41 strip summed energy vs ETOW 2x1 cluster ET
Figure 3: ESMD shower profile sigma: V vs. U
Figure 4: Distance from ESMD shower centroid to extrapolated track at ESMD plane: Delta Phi vs Delta Eta
Figure 5: EPOST 2x1 summed energy vs ETOW 2x1 cluster ET
Here is a 1D projection of the charged pion post-shower distribution, which is ~constant in the plot above.
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