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Plots.py
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import ROOT, array, os, re, math, random
from math import *
import numpy as np
execfile("scripts/tdrStyle.py")
execfile("scripts/fSetPalette.py")
execfile("scripts/fRange.py")
execfile("scripts/CmsLimitVsM.py")
execfile("scripts/SMHiggsCrossSections.py")
execfile("scripts/DarkPhotonWidths_and_Branchings.py")
execfile("scripts/R_Hadrons.py")
execfile("scripts/CmsDarkSusyAcceptance.py")
execfile("scripts/CmsNmssmAcceptance.py")
#NMSSM specific functions
execfile("scripts/NMSSM_Br_a_Function.py")
cnv = ROOT.TCanvas("cnv", "cnv")
cnv.SetCanvasSize(900,900)
txtHeader = ROOT.TLegend(.05,.933,0.99,1.)
#txtHeader = ROOT.TLegend(.15,.935,0.97,1.)
txtHeader.SetFillColor(ROOT.kWhite)
txtHeader.SetFillStyle(0)
txtHeader.SetBorderSize(0)
txtHeader.SetTextFont(42)
txtHeader.SetTextSize(0.045)
txtHeader.SetTextAlign(22)
txtHeader.SetHeader(" #bf{CMS} 35.9 fb^{-1} (13 TeV)")
#txtHeader.SetHeader(" #bf{CMS Preliminary} 35.9 fb^{-1} (13 TeV)")
l_CMS = ROOT.TLegend(0.6,0.8,0.9,0.95)
l_CMS.SetFillColor(ROOT.kWhite)
l_CMS.SetFillStyle(4050)
l_CMS.SetBorderSize(0)
l_CMS.SetTextFont(61)
l_CMS.SetTextSize(0.055)
l_CMS.SetTextAlign(22)
l_CMS.SetTextColor(ROOT.kBlack)
l_CMS.SetHeader("CMS")
#l_CMSLumi = ROOT.TLegend(0.6,0.68,0.9,0.95)
l_CMSLumi = ROOT.TLegend(0.6,0.9,0.9,0.98)
l_CMSLumi.SetFillColor(ROOT.kWhite)
l_CMSLumi.SetFillStyle(4050)
l_CMSLumi.SetBorderSize(0)
l_CMSLumi.SetTextFont(42)
l_CMSLumi.SetTextSize(0.042)
l_CMSLumi.SetTextAlign(22)
l_CMSLumi.SetTextColor(ROOT.kBlack)
l_CMSLumi.SetHeader("35.9 fb^{-1} (13 TeV)")
lumi_fbinv = 35.9 # fb-1
lumi_pbinv = 1000.*lumi_fbinv # pb-1
SF = 0.9265 # eFullData / eFullMc
eFullMc_over_aGen = 0.611
mGammaD_GeV = [0.25, 0.40, 0.55, 0.70, 0.85, 1.00]
mGammaD_GeV_bot = 0.00 # low boundary where histograms start in m
mGammaD_GeV_min = 0.25
mGammaD_GeV_max = 2.00
mGammaD_GeV_top = 10.0 # high boundary where histograms stops in m
ctau_mm = [0.0, 0.2, 0.5, 2.0, 5.0]
ctau_mm_bot = -0.5
ctau_mm_min = 0.0
ctau_mm_max = 5.0
ctau_mm_top = 5.5
c_hbar_mm_GeV = 1.974*pow(10.0, -13) # c = 3*10^11 mm/s; hbar = 6.58*10^-25 GeV*sec
epsilon2_min = 0.000000000001
epsilon2_max = 0.0001
epsilon2_bins = 1000
logEpsilon2_min = -12.1
logEpsilon2_max = -7.9
################################################################################
# Plot Upper 95% CL Limit on number of events: 0.25 < mGammaD < 1.0
################################################################################
def limit_vs_mGammaD_2016():
print "------------limit_vs_mGammaD_2016------------"
cnv.SetLogy(0)
padTop = ROOT.TPad( "padTop", "padTop", 0.0, 0.3, 1.0, 1.0 )
padTop.Draw()
padTop.cd()
array_mGammaD_limit = []
array_mGammaD_limit_T5000 = []
array_mGammaD_limit_T5000_error = []
rnd = ROOT.TRandom()
rnd.SetSeed(2016)
# MyMGammaD_array = [0.2113,0.2400,0.2600,0.3000,0.3300,0.3600,0.4000,0.4300,0.4600,0.5000,0.5300,0.5600,0.6000,0.7000,0.8000,0.8800,0.9000,0.9100,0.9200,0.9300,0.9400,1.0000,1.1000,1.15,1.2000,1.25,1.3000,1.4000,1.5000,1.6000,1.7000,1.8000,1.9000,2.0000,2.1000,2.2000,2.3000,2.4000,2.5000,2.6000,2.7000,2.8000,2.9000,3.0000,3.0200,3.0500,3.0800,3.0900,3.1000,3.1200,3.1500,3.2000,3.3000,3.4000,3.7000,4.0000,5.0000,6.0000,7.0000,8.0000,8.5000]
for m in np.arange(0.22, 8.5, 0.005):
array_mGammaD_limit.append(( m, fCmsLimitVsM(m) )) # Fit
for m in MGammaD_array: # MGammaD_array = Array with all masses consdered
# Point
array_mGammaD_limit_T5000.append(( m, fCmsLimitVsM_HybridNew(m) )) # fCmsLimitVsM_HybridNew(m) retireve the limit from toys experiments.
array_mGammaD_limit_T5000_error.append(( m, (fCmsLimitVsM_HybridNew(m) - fCmsLimitVsM(m) ) / fCmsLimitVsM(m) )) # Error is the difference between fit and toy limit
h_limit_vs_mGammaD_dummy = ROOT.TH2F("h_limit_vs_mGammaD_dummy", "h_limit_vs_mGammaD_dummy", 1000, 0.0, 9.0, 1000, 0.0, 10.0)
#h_limit_vs_mGammaD_dummy = ROOT.TH2F("h_limit_vs_mGammaD_dummy", "h_limit_vs_mGammaD_dummy", 108, 0.0455, 8.9973, 1000, 0.0, 10.0)
h_limit_vs_mGammaD_dummy.SetXTitle("m_{a} [GeV]")
h_limit_vs_mGammaD_dummy.SetYTitle("95% CL upper limit on N_{evt}")
h_limit_vs_mGammaD_dummy.SetTitleOffset(1.1, "Y")
h_limit_vs_mGammaD_dummy.GetXaxis().SetNdivisions(505)
#h_limit_vs_mGammaD_dummy.GetYaxis().CenterTitle(1)
h_limit_vs_mGammaD_dummy.GetYaxis().SetTitleSize(0.05)
h_limit_vs_mGammaD_dummy.Draw()
gr_limit_vs_mGammaD_T5000 = ROOT.TGraph( len(array_mGammaD_limit_T5000), array.array("d", zip(*array_mGammaD_limit_T5000)[0]), array.array("d", zip(*array_mGammaD_limit_T5000)[1]) )
gr_limit_vs_mGammaD_T5000.SetLineWidth(1)
gr_limit_vs_mGammaD_T5000.SetLineColor(ROOT.kBlue)
gr_limit_vs_mGammaD_T5000.SetLineStyle(1)
gr_limit_vs_mGammaD_T5000.Draw("P")
gr_limit_vs_mGammaD = ROOT.TGraph( len(array_mGammaD_limit), array.array("d", zip(*array_mGammaD_limit)[0]), array.array("d", zip(*array_mGammaD_limit)[1]) )
gr_limit_vs_mGammaD.SetLineWidth(2)
gr_limit_vs_mGammaD.SetLineColor(ROOT.kRed)
gr_limit_vs_mGammaD.SetLineStyle(1)
gr_limit_vs_mGammaD.SetMarkerColor(ROOT.kRed)
gr_limit_vs_mGammaD.Draw("L")
l_limit_vs_mGammaD = ROOT.TLegend(0.63,0.65,0.9,0.75)
l_limit_vs_mGammaD.SetFillColor(ROOT.kWhite)
l_limit_vs_mGammaD.SetMargin(0.13)
l_limit_vs_mGammaD.SetBorderSize(0)
l_limit_vs_mGammaD.SetTextFont(42)
l_limit_vs_mGammaD.SetTextSize(0.035)
l_limit_vs_mGammaD.AddEntry(gr_limit_vs_mGammaD_T5000,"Toys","L")
l_limit_vs_mGammaD.AddEntry(gr_limit_vs_mGammaD,"Fit","L")
l_limit_vs_mGammaD.Draw()
#l_CMS.Draw()
#l_CMSLumi.Draw()
txtHeader.Draw()
cnv.cd()
# Now Draw Errors
padBot = ROOT.TPad( "padBot", "padBot", 0.0, 0.0, 1.0, 0.3 )
padBot.Draw()
padBot.cd()
padBot.SetGrid()
h_limit_vs_mGammaD_error_dummy = ROOT.TH2F("h_limit_vs_mGammaD_error_dummy", "h_limit_vs_mGammaD_error_dummy", 1000, 0.0, 9.0, 1000, -0.2, 0.2)
#h_limit_vs_mGammaD_error_dummy = ROOT.TH2F("h_limit_vs_mGammaD_error_dummy", "h_limit_vs_mGammaD_error_dummy", 108, 0.0455, 8.9973, 1000, -0.2, 0.2)
h_limit_vs_mGammaD_error_dummy.SetXTitle("m_{a} [GeV]")
h_limit_vs_mGammaD_error_dummy.SetYTitle("Fit Uncertainty [%]")
h_limit_vs_mGammaD_error_dummy.SetTitleOffset(1.1, "Y")
h_limit_vs_mGammaD_error_dummy.GetXaxis().SetNdivisions(505)
#h_limit_vs_mGammaD_error_dummy.GetYaxis().CenterTitle(1)
h_limit_vs_mGammaD_error_dummy.GetYaxis().SetTitleSize(0.05)
h_limit_vs_mGammaD_error_dummy.Draw()
gr_limit_vs_mGammaD_T5000_error = ROOT.TGraph( len(array_mGammaD_limit_T5000_error), array.array("d", zip(*array_mGammaD_limit_T5000_error)[0]), array.array("d", zip(*array_mGammaD_limit_T5000_error)[1]) )
gr_limit_vs_mGammaD_T5000_error.SetLineWidth(1)
gr_limit_vs_mGammaD_T5000_error.SetLineColor(ROOT.kBlue)
gr_limit_vs_mGammaD_T5000_error.SetLineStyle(1)
gr_limit_vs_mGammaD_T5000_error.Draw("L")
cnv.cd()
cnv.Update()
cnv.SaveAs("plots/PDF/limit_Events_vs_mGammaD_2016_FitUncert.pdf")
cnv.SaveAs("plots/PNG/limit_Events_vs_mGammaD_2016_FitUncert.png")
# Now same plots with no errors
cnv.cd()
h_limit_vs_mGammaD_dummy.Draw()
gr_limit_vs_mGammaD_T5000.Draw("P")
gr_limit_vs_mGammaD.Draw("L")
#l_CMS.Draw()
#l_CMSLumi.Draw()
txtHeader.Draw()
cnv.Update()
cnv.SaveAs("plots/PDF/limit_Events_vs_mGammaD_2016.pdf")
cnv.SaveAs("plots/PNG/limit_Events_vs_mGammaD_2016.png")
gr_limit_vs_mGammaD_T5000.SaveAs("plots/C/limit_Events_vs_mGammaD_2016.root")
################################################################################
# Plot Upper 95% CL Limit on CSxBR2xAlpha = "Limit on number of events"/Luminosity/"Scale factor"
################################################################################
def limit_CSxBR2xAlpha_fb_vs_mGammaD_2016():
cnv.SetLogy(0)
array_mGammaD_limit_CSxBR2xAlpha_fb = []
for m in fRange(0.25, 8.5, 201):
array_mGammaD_limit_CSxBR2xAlpha_fb.append(( m, fCmsLimitVsM(m)/lumi_fbinv/SF/eFullMc_over_aGen )) # Transforming the Limit on N_event to Xsec limit
h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy = ROOT.TH2F("h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy", "h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy", 1000, 0.0, 9.0, 1000, 0.0, 10.0/lumi_fbinv/SF/eFullMc_over_aGen)
#h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy = ROOT.TH2F("h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy", "h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy", 108, 0.0455, 8.9973, 1000, 0.0, 10.0/lumi_fbinv/SF/eFullMc_over_aGen)
h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy.SetXTitle("m_{a} [GeV]")
h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy.SetYTitle("#sigma(pp #rightarrow 2a + X) B^{2}(a #rightarrow 2 #mu) #alpha_{gen} [fb]")
h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy.SetTitleOffset(1.47, "Y")
h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy.GetXaxis().SetNdivisions(505);
#h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy.GetYaxis().CenterTitle(1)
h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy.GetYaxis().SetTitleSize(0.05)
h_limit_CSxBR2xAlpha_fb_vs_mGammaD_dummy.Draw()
gr_limit_CSxBR2xAlpha_fb_vs_mGammaD = ROOT.TGraph( len(array_mGammaD_limit_CSxBR2xAlpha_fb), array.array("d", zip(*array_mGammaD_limit_CSxBR2xAlpha_fb)[0]), array.array("d", zip(*array_mGammaD_limit_CSxBR2xAlpha_fb)[1]) )
gr_limit_CSxBR2xAlpha_fb_vs_mGammaD.SetLineWidth(2)
gr_limit_CSxBR2xAlpha_fb_vs_mGammaD.SetLineColor(ROOT.kRed)
gr_limit_CSxBR2xAlpha_fb_vs_mGammaD.SetLineStyle(1)
gr_limit_CSxBR2xAlpha_fb_vs_mGammaD.Draw("C")
l_limit_CSxBR2xAlpha_fb_vs_mGammaD = ROOT.TLegend(0.6,0.65,0.9,0.75)
l_limit_CSxBR2xAlpha_fb_vs_mGammaD.SetFillColor(ROOT.kWhite)
l_limit_CSxBR2xAlpha_fb_vs_mGammaD.SetMargin(0.13)
l_limit_CSxBR2xAlpha_fb_vs_mGammaD.SetBorderSize(0)
l_limit_CSxBR2xAlpha_fb_vs_mGammaD.SetTextFont(42)
l_limit_CSxBR2xAlpha_fb_vs_mGammaD.SetTextSize(0.035)
l_limit_CSxBR2xAlpha_fb_vs_mGammaD.AddEntry(gr_limit_CSxBR2xAlpha_fb_vs_mGammaD,"95% CL upper limit","L")
l_limit_CSxBR2xAlpha_fb_vs_mGammaD.Draw()
#l_CMS.Draw()
#l_CMSLumi.Draw()
txtHeader.Draw()
cnv.SaveAs("plots/PDF/limit_CSxBR2xAlpha_fb_vs_mGammaD_2016.pdf")
cnv.SaveAs("plots/PNG/limit_CSxBR2xAlpha_fb_vs_mGammaD_2016.png")
cnv.SaveAs("plots/C/limit_CSxBR2xAlpha_fb_vs_mGammaD_2016.C")
################################################################################
# Plot acceptance Alpha vs mGammaD: 0.25 < mGammaD < 1.0
################################################################################
def Alpha_vs_mGammaD_2015():
print "------------Alpha_vs_mGammaD_2015------------"
cnv.SetLogy(0)
array_Alpha_vs_mGammaD_ctau0mm_LinearFit = []
array_Alpha_vs_mGammaD_ctau02mm_LinearFit = []
array_Alpha_vs_mGammaD_ctau05mm_LinearFit = []
array_Alpha_vs_mGammaD_ctau2mm_LinearFit = []
array_Alpha_vs_mGammaD_ctau5mm_LinearFit = []
for m_GeV in fRange(0.25, 8.5, 100):
array_Alpha_vs_mGammaD_ctau0mm_LinearFit.append(( m_GeV, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.0, m_GeV ) ))
array_Alpha_vs_mGammaD_ctau02mm_LinearFit.append(( m_GeV, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.2, m_GeV ) ))
array_Alpha_vs_mGammaD_ctau05mm_LinearFit.append(( m_GeV, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.5, m_GeV ) ))
array_Alpha_vs_mGammaD_ctau2mm_LinearFit.append(( m_GeV, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 2.0, m_GeV ) ))
array_Alpha_vs_mGammaD_ctau5mm_LinearFit.append(( m_GeV, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 5.0, m_GeV ) ))
array_Alpha_vs_mGammaD_ctau0mm_Marker = []
array_Alpha_vs_mGammaD_ctau02mm_Marker = []
array_Alpha_vs_mGammaD_ctau05mm_Marker = []
array_Alpha_vs_mGammaD_ctau2mm_Marker = []
array_Alpha_vs_mGammaD_ctau5mm_Marker = []
array_Alpha_vs_mGammaD_ctau0mm_Marker.append(( 0.25, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.0, 0.25 ) ))
array_Alpha_vs_mGammaD_ctau0mm_Marker.append(( 0.4, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.0, 0.4 ) ))
for m_GeV in mGammaD_GeV:
array_Alpha_vs_mGammaD_ctau02mm_Marker.append(( m_GeV, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.2, m_GeV ) ))
array_Alpha_vs_mGammaD_ctau05mm_Marker.append(( m_GeV, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.5, m_GeV ) ))
array_Alpha_vs_mGammaD_ctau2mm_Marker.append(( m_GeV, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 2.0, m_GeV ) ))
array_Alpha_vs_mGammaD_ctau5mm_Marker.append(( m_GeV, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 5.0, m_GeV ) ))
h_Alpha_vs_mGammaD_dummy = ROOT.TH2F("h_Alpha_vs_mGammaD_dummy", "h_Alpha_vs_mGammaD_dummy", 1000, mGammaD_GeV_bot, mGammaD_GeV_top, 1000, 0.0, 25.0)
h_Alpha_vs_mGammaD_dummy.SetXTitle("m_{#gamma_{D}} [GeV]")
h_Alpha_vs_mGammaD_dummy.SetYTitle("#alpha (c#tau_{#gamma_{D}}, m_{#gamma_{D}}) [%]")
h_Alpha_vs_mGammaD_dummy.SetTitleOffset(1.1, "Y")
#h_Alpha_vs_mGammaD_dummy.GetYaxis().CenterTitle(1)
h_Alpha_vs_mGammaD_dummy.GetYaxis().SetTitleSize(0.05)
h_Alpha_vs_mGammaD_dummy.Draw()
gr_Alpha_vs_mGammaD_ctau0mm = ROOT.TGraph( len(array_Alpha_vs_mGammaD_ctau0mm_LinearFit), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau0mm_LinearFit)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau0mm_LinearFit)[1]) )
gr_Alpha_vs_mGammaD_ctau0mm.SetLineWidth(2)
gr_Alpha_vs_mGammaD_ctau0mm.SetLineColor(ROOT.kBlue)
gr_Alpha_vs_mGammaD_ctau0mm.SetLineStyle(2)
gr_Alpha_vs_mGammaD_ctau0mm.Draw("C")
gr_Alpha_vs_mGammaD_ctau0mm_Marker = ROOT.TGraph( len(array_Alpha_vs_mGammaD_ctau0mm_Marker), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau0mm_Marker)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau0mm_Marker)[1]) )
gr_Alpha_vs_mGammaD_ctau0mm_Marker.SetMarkerColor(ROOT.kBlue)
gr_Alpha_vs_mGammaD_ctau0mm_Marker.SetMarkerStyle(20)
gr_Alpha_vs_mGammaD_ctau0mm_Marker.SetMarkerSize(1.5)
gr_Alpha_vs_mGammaD_ctau0mm_Marker.Draw("P")
gr_Alpha_vs_mGammaD_ctau02mm = ROOT.TGraph( len(array_Alpha_vs_mGammaD_ctau02mm_LinearFit), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau02mm_LinearFit)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau02mm_LinearFit)[1]) )
gr_Alpha_vs_mGammaD_ctau02mm.SetLineWidth(2)
gr_Alpha_vs_mGammaD_ctau02mm.SetLineColor(ROOT.kGreen+2)
gr_Alpha_vs_mGammaD_ctau02mm.SetLineStyle(9)
gr_Alpha_vs_mGammaD_ctau02mm.Draw("C")
gr_Alpha_vs_mGammaD_ctau02mm_Marker = ROOT.TGraph( len(array_Alpha_vs_mGammaD_ctau02mm_Marker), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau02mm_Marker)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau02mm_Marker)[1]) )
gr_Alpha_vs_mGammaD_ctau02mm_Marker.SetMarkerColor(ROOT.kGreen+2)
gr_Alpha_vs_mGammaD_ctau02mm_Marker.SetMarkerStyle(20)
gr_Alpha_vs_mGammaD_ctau02mm_Marker.SetMarkerSize(1.5)
gr_Alpha_vs_mGammaD_ctau02mm_Marker.Draw("P")
gr_Alpha_vs_mGammaD_ctau05mm = ROOT.TGraph( len(array_Alpha_vs_mGammaD_ctau05mm_LinearFit), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau05mm_LinearFit)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau05mm_LinearFit)[1]) )
gr_Alpha_vs_mGammaD_ctau05mm.SetLineWidth(2)
gr_Alpha_vs_mGammaD_ctau05mm.SetLineColor(ROOT.kRed)
gr_Alpha_vs_mGammaD_ctau05mm.SetLineStyle(1)
gr_Alpha_vs_mGammaD_ctau05mm.Draw("C")
gr_Alpha_vs_mGammaD_ctau05mm_Marker = ROOT.TGraph( len(array_Alpha_vs_mGammaD_ctau05mm_Marker), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau05mm_Marker)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau05mm_Marker)[1]) )
gr_Alpha_vs_mGammaD_ctau05mm_Marker.SetMarkerColor(ROOT.kRed)
gr_Alpha_vs_mGammaD_ctau05mm_Marker.SetMarkerStyle(20)
gr_Alpha_vs_mGammaD_ctau05mm_Marker.SetMarkerSize(1.5)
gr_Alpha_vs_mGammaD_ctau05mm_Marker.Draw("P")
gr_Alpha_vs_mGammaD_ctau2mm = ROOT.TGraph( len(array_Alpha_vs_mGammaD_ctau2mm_LinearFit), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau2mm_LinearFit)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau2mm_LinearFit)[1]) )
gr_Alpha_vs_mGammaD_ctau2mm.SetLineWidth(2)
gr_Alpha_vs_mGammaD_ctau2mm.SetLineColor(ROOT.kMagenta)
gr_Alpha_vs_mGammaD_ctau2mm.SetLineStyle(10)
gr_Alpha_vs_mGammaD_ctau2mm.Draw("C")
gr_Alpha_vs_mGammaD_ctau2mm_Marker = ROOT.TGraph( len(array_Alpha_vs_mGammaD_ctau2mm_Marker), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau2mm_Marker)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau2mm_Marker)[1]) )
gr_Alpha_vs_mGammaD_ctau2mm_Marker.SetMarkerColor(ROOT.kMagenta)
gr_Alpha_vs_mGammaD_ctau2mm_Marker.SetMarkerStyle(20)
gr_Alpha_vs_mGammaD_ctau2mm_Marker.SetMarkerSize(1.5)
gr_Alpha_vs_mGammaD_ctau2mm_Marker.Draw("P")
gr_Alpha_vs_mGammaD_ctau5mm = ROOT.TGraph( len(array_Alpha_vs_mGammaD_ctau5mm_LinearFit), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau5mm_LinearFit)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau5mm_LinearFit)[1]) )
gr_Alpha_vs_mGammaD_ctau5mm.SetLineWidth(2)
gr_Alpha_vs_mGammaD_ctau5mm.SetLineColor(ROOT.kCyan)
gr_Alpha_vs_mGammaD_ctau5mm.SetLineStyle(8)
gr_Alpha_vs_mGammaD_ctau5mm.Draw("C")
gr_Alpha_vs_mGammaD_ctau5mm_Marker = ROOT.TGraph( len(array_Alpha_vs_mGammaD_ctau5mm_Marker), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau5mm_Marker)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau5mm_Marker)[1]) )
gr_Alpha_vs_mGammaD_ctau5mm_Marker.SetMarkerColor(ROOT.kCyan)
gr_Alpha_vs_mGammaD_ctau5mm_Marker.SetMarkerStyle(20)
gr_Alpha_vs_mGammaD_ctau5mm_Marker.SetMarkerSize(1.5)
gr_Alpha_vs_mGammaD_ctau5mm_Marker.Draw("P")
l_Alpha_vs_mGammaD = ROOT.TLegend(0.25,0.6,0.6,0.9)
l_Alpha_vs_mGammaD.SetFillColor(ROOT.kWhite)
l_Alpha_vs_mGammaD.SetMargin(0.4)
l_Alpha_vs_mGammaD.SetBorderSize(0)
l_Alpha_vs_mGammaD.SetTextFont(42)
l_Alpha_vs_mGammaD.SetTextSize(0.035)
l_Alpha_vs_mGammaD.SetHeader("Acceptance for samples with #gamma_{D} life-time:")
l_Alpha_vs_mGammaD.AddEntry(gr_Alpha_vs_mGammaD_ctau0mm, "c#tau_{#gamma_{D}} = 0 mm (prompt)","L")
l_Alpha_vs_mGammaD.AddEntry(gr_Alpha_vs_mGammaD_ctau02mm,"c#tau_{#gamma_{D}} = 0.2 mm","L")
l_Alpha_vs_mGammaD.AddEntry(gr_Alpha_vs_mGammaD_ctau05mm,"c#tau_{#gamma_{D}} = 0.5 mm","L")
l_Alpha_vs_mGammaD.AddEntry(gr_Alpha_vs_mGammaD_ctau2mm, "c#tau_{#gamma_{D}} = 2 mm","L")
l_Alpha_vs_mGammaD.AddEntry(gr_Alpha_vs_mGammaD_ctau5mm, "c#tau_{#gamma_{D}} = 5 mm","L")
l_Alpha_vs_mGammaD.Draw()
txtHeader.Draw()
cnv.SaveAs("plots/PDF/Alpha_vs_mGammaD_2015.pdf")
cnv.SaveAs("plots/C/Alpha_vs_mGammaD_2015.C")
os.system("convert -define pdf:use-cropbox=true -density 300 plots/PDF/Alpha_vs_mGammaD_2015.pdf -resize 900x900 plots/PNG/Alpha_vs_mGammaD_2015.png")
################################################################################
# Plot acceptance Alpha vs ctau: 0.2 < ctau < 5.0
################################################################################
def Alpha_vs_ctau_2015():
print "------------Alpha_vs_ctau_2015------------"
cnv.SetLogy(0)
array_Alpha_vs_ctau_m025GeV = []
array_Alpha_vs_ctau_m04GeV = []
array_Alpha_vs_ctau_m1GeV = []
for ctau in fRange(ctau_mm_min, ctau_mm_max, 101):
array_Alpha_vs_ctau_m025GeV.append(( ctau, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( ctau, 0.25 ) ))
array_Alpha_vs_ctau_m04GeV.append(( ctau, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( ctau, 0.4 ) ))
array_Alpha_vs_ctau_m1GeV.append(( ctau, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( ctau, 1.0 ) ))
array_Alpha_vs_ctau_m025GeV_Marker = []
array_Alpha_vs_ctau_m04GeV_Marker = []
array_Alpha_vs_ctau_m1GeV_Marker = []
for ctau in ctau_mm:
array_Alpha_vs_ctau_m025GeV_Marker.append(( ctau, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( ctau, 0.25 ), 0.0, 100.0*fCmsDarkSusyAcceptanceUnct_LinearFit_2015_13TeV( ctau, 0.25 ) ))
array_Alpha_vs_ctau_m04GeV_Marker.append(( ctau, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( ctau, 0.4 ), 0.0, 100.0*fCmsDarkSusyAcceptanceUnct_LinearFit_2015_13TeV( ctau, 0.4 ) ))
# not in loop above becuase sample with mGammaD = 1 GeV and ctau = 0 mm is not yet generated as of April 8th, 2014
array_Alpha_vs_ctau_m1GeV_Marker.append(( 0.2, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.2, 1.0 ) ))
array_Alpha_vs_ctau_m1GeV_Marker.append(( 0.5, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.5, 1.0 ) ))
array_Alpha_vs_ctau_m1GeV_Marker.append(( 2.0, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 2.0, 1.0 ) ))
array_Alpha_vs_ctau_m1GeV_Marker.append(( 5.0, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 5.0, 1.0 ) ))
h_Alpha_vs_ctau_dummy = ROOT.TH2F("h_Alpha_vs_ctau_dummy", "h_Alpha_vs_ctau_dummy", 1000, ctau_mm_bot, ctau_mm_top, 1000, 0.0, 25.0)
h_Alpha_vs_ctau_dummy.SetXTitle("c#tau_{#gamma_{D}} [mm]")
h_Alpha_vs_ctau_dummy.SetYTitle("#alpha (c#tau_{#gamma_{D}}, m_{#gamma_{D}}) [%]")
h_Alpha_vs_ctau_dummy.SetTitleOffset(1.1, "Y")
#h_Alpha_vs_ctau_dummy.GetYaxis().CenterTitle(1)
h_Alpha_vs_ctau_dummy.GetYaxis().SetTitleSize(0.05)
h_Alpha_vs_ctau_dummy.Draw()
gr_Alpha_vs_ctau_m025GeV = ROOT.TGraph( len(array_Alpha_vs_ctau_m025GeV), array.array("d", zip(*array_Alpha_vs_ctau_m025GeV)[0]), array.array("d", zip(*array_Alpha_vs_ctau_m025GeV)[1]) )
gr_Alpha_vs_ctau_m025GeV.SetLineWidth(2)
gr_Alpha_vs_ctau_m025GeV.SetLineColor(ROOT.kGreen+2)
gr_Alpha_vs_ctau_m025GeV.SetLineStyle(9)
# gr_Alpha_vs_ctau_m025GeV.Draw("C")
gr_Alpha_vs_ctau_m025GeV_Marker = ROOT.TGraph( len(array_Alpha_vs_ctau_m025GeV_Marker), array.array("d", zip(*array_Alpha_vs_ctau_m025GeV_Marker)[0]), array.array("d", zip(*array_Alpha_vs_ctau_m025GeV_Marker)[1]) )
gr_Alpha_vs_ctau_m025GeV_Marker.SetMarkerColor(ROOT.kGreen+2)
gr_Alpha_vs_ctau_m025GeV_Marker.SetMarkerStyle(20)
gr_Alpha_vs_ctau_m025GeV_Marker.SetMarkerSize(1.5)
gr_Alpha_vs_ctau_m025GeV_Marker.Draw("P")
grErr_Alpha_vs_ctau_m025GeV_Marker = ROOT.TGraphErrors( len(array_Alpha_vs_ctau_m025GeV_Marker), array.array("d", zip(*array_Alpha_vs_ctau_m025GeV_Marker)[0]), array.array("d", zip(*array_Alpha_vs_ctau_m025GeV_Marker)[1]), array.array("d", zip(*array_Alpha_vs_ctau_m025GeV_Marker)[2]),
array.array("d", zip(*array_Alpha_vs_ctau_m025GeV_Marker)[3]) )
grErr_Alpha_vs_ctau_m025GeV_Marker.SetMarkerColor(ROOT.kGreen+2)
grErr_Alpha_vs_ctau_m025GeV_Marker.SetMarkerStyle(20)
grErr_Alpha_vs_ctau_m025GeV_Marker.SetMarkerSize(1.5)
# grErr_Alpha_vs_ctau_m025GeV_Marker.Draw("P")
# fit_Alpha_vs_ctau_m025GeV = get_Alpha_vs_ctau_FCN()
# fit_Alpha_vs_ctau_m025GeV.SetLineColor( grErr_Alpha_vs_ctau_m025GeV_Marker.getMarkerColor() )
# grErr_Alpha_vs_ctau_m025GeV_Marker.Fit(fit_Alpha_vs_ctau_m025GeV,"LVMR","",0.0,5.0);
gr_Alpha_vs_ctau_m04GeV = ROOT.TGraph( len(array_Alpha_vs_ctau_m04GeV), array.array("d", zip(*array_Alpha_vs_ctau_m04GeV)[0]), array.array("d", zip(*array_Alpha_vs_ctau_m04GeV)[1]) )
gr_Alpha_vs_ctau_m04GeV.SetLineWidth(2)
gr_Alpha_vs_ctau_m04GeV.SetLineColor(ROOT.kRed)
gr_Alpha_vs_ctau_m04GeV.SetLineStyle(1)
# gr_Alpha_vs_ctau_m04GeV.Draw("C")
gr_Alpha_vs_ctau_m04GeV_Marker = ROOT.TGraph( len(array_Alpha_vs_ctau_m04GeV_Marker), array.array("d", zip(*array_Alpha_vs_ctau_m04GeV_Marker)[0]), array.array("d", zip(*array_Alpha_vs_ctau_m04GeV_Marker)[1]) )
gr_Alpha_vs_ctau_m04GeV_Marker.SetMarkerColor(ROOT.kRed)
gr_Alpha_vs_ctau_m04GeV_Marker.SetMarkerStyle(20)
gr_Alpha_vs_ctau_m04GeV_Marker.SetMarkerSize(1.5)
# gr_Alpha_vs_ctau_m04GeV_Marker.Draw("P")
grErr_Alpha_vs_ctau_m04GeV_Marker = ROOT.TGraphErrors( len(array_Alpha_vs_ctau_m04GeV_Marker), array.array("d", zip(*array_Alpha_vs_ctau_m04GeV_Marker)[0]), array.array("d", zip(*array_Alpha_vs_ctau_m04GeV_Marker)[1]), array.array("d", zip(*array_Alpha_vs_ctau_m04GeV_Marker)[2]),
array.array("d", zip(*array_Alpha_vs_ctau_m04GeV_Marker)[3]) )
grErr_Alpha_vs_ctau_m04GeV_Marker.SetMarkerColor(ROOT.kRed)
grErr_Alpha_vs_ctau_m04GeV_Marker.SetMarkerStyle(20)
grErr_Alpha_vs_ctau_m04GeV_Marker.SetMarkerSize(1.5)
# grErr_Alpha_vs_ctau_m04GeV_Marker.Draw("PE")
# fit_Alpha_vs_ctau_m04GeV = get_Alpha_vs_ctau_FCN()
# fFit_Alpha_vs_ctau.Draw("same")
# grErr_Alpha_vs_ctau_m04GeV_Marker.Fit(fit_Alpha_vs_ctau_m04GeV,"LVMR","",0.0,5.0);
array_Alpha_vs_ctau_m04GeV_Fit = []
array_Alpha_vs_ctau_m025GeV_Fit = []
for ctau in [0.001,0.2,0.5,2.0,5.0]:
array_Alpha_vs_ctau_m04GeV_Fit.append(( ctau, 100.0*f_Alpha_vs_ctau(0.4,45,ctau,0.068) ))
array_Alpha_vs_ctau_m025GeV_Fit.append(( ctau, 100.0*f_Alpha_vs_ctau(0.25,45,ctau,0.10077) ))
gr_Alpha_vs_ctau_m04GeV_Fit = ROOT.TGraph( len(array_Alpha_vs_ctau_m04GeV_Fit), array.array("d", zip(*array_Alpha_vs_ctau_m04GeV_Fit)[0]), array.array("d", zip(*array_Alpha_vs_ctau_m04GeV_Fit)[1]) )
gr_Alpha_vs_ctau_m04GeV_Fit.SetMarkerColor(ROOT.kBlue)
gr_Alpha_vs_ctau_m04GeV_Fit.SetMarkerStyle(20)
gr_Alpha_vs_ctau_m04GeV_Fit.SetMarkerSize(1.5)
# gr_Alpha_vs_ctau_m04GeV_Fit.Draw("PC")
gr_Alpha_vs_ctau_m025GeV_Fit = ROOT.TGraph( len(array_Alpha_vs_ctau_m025GeV_Fit), array.array("d", zip(*array_Alpha_vs_ctau_m025GeV_Fit)[0]), array.array("d", zip(*array_Alpha_vs_ctau_m025GeV_Fit)[1]) )
gr_Alpha_vs_ctau_m025GeV_Fit.SetMarkerColor(ROOT.kBlue)
gr_Alpha_vs_ctau_m025GeV_Fit.SetMarkerStyle(21)
gr_Alpha_vs_ctau_m025GeV_Fit.SetMarkerSize(1.5)
gr_Alpha_vs_ctau_m025GeV_Fit.Draw("PC")
gr_Alpha_vs_ctau_m1GeV = ROOT.TGraph( len(array_Alpha_vs_ctau_m1GeV), array.array("d", zip(*array_Alpha_vs_ctau_m1GeV)[0]), array.array("d", zip(*array_Alpha_vs_ctau_m1GeV)[1]) )
gr_Alpha_vs_ctau_m1GeV.SetLineWidth(2)
gr_Alpha_vs_ctau_m1GeV.SetLineColor(ROOT.kBlue)
gr_Alpha_vs_ctau_m1GeV.SetLineStyle(2)
# gr_Alpha_vs_ctau_m1GeV.Draw("C")
gr_Alpha_vs_ctau_m1GeV_Marker = ROOT.TGraph( len(array_Alpha_vs_ctau_m1GeV_Marker), array.array("d", zip(*array_Alpha_vs_ctau_m1GeV_Marker)[0]), array.array("d", zip(*array_Alpha_vs_ctau_m1GeV_Marker)[1]) )
gr_Alpha_vs_ctau_m1GeV_Marker.SetMarkerColor(ROOT.kBlue)
gr_Alpha_vs_ctau_m1GeV_Marker.SetMarkerStyle(20)
gr_Alpha_vs_ctau_m1GeV_Marker.SetMarkerSize(1.5)
# gr_Alpha_vs_ctau_m1GeV_Marker.Draw("P")
l_Alpha_vs_ctau = ROOT.TLegend(0.25,0.7,0.6,0.9)
l_Alpha_vs_ctau.SetFillColor(ROOT.kWhite)
l_Alpha_vs_ctau.SetMargin(0.4)
l_Alpha_vs_ctau.SetBorderSize(0)
l_Alpha_vs_ctau.SetTextFont(42)
l_Alpha_vs_ctau.SetTextSize(0.035)
l_Alpha_vs_ctau.SetHeader("Acceptance for samples with #gamma_{D} mass:")
# l_Alpha_vs_ctau.AddEntry(gr_Alpha_vs_ctau_m025GeV,"m_{#gamma_{D}} = 0.25 GeV/#it{c}^{2}","L")
l_Alpha_vs_ctau.AddEntry(gr_Alpha_vs_ctau_m04GeV, "m_{#gamma_{D}} = 0.4 GeV","LP")
# l_Alpha_vs_ctau.AddEntry(gr_Alpha_vs_ctau_m1GeV, "m_{#gamma_{D}} = 1.0 GeV/#it{c}^{2}","L")
l_Alpha_vs_ctau.Draw()
txtHeader.Draw()
cnv.SaveAs("plots/PDF/Alpha_vs_ctau_2015.pdf")
os.system("convert -define pdf:use-cropbox=true -density 300 plots/PDF/Alpha_vs_ctau_2015.pdf -resize 900x900 plots/PNG/Alpha_vs_ctau_2015.png")
def get_Alpha_vs_ctau_FCN():
func = ROOT.TF1("Alpha_vs_ctau_FCN",Alpha_vs_ctau_FCN,0.0,5.0,2)
func.SetParameters(100.0, 0.068)
func.SetParNames("gamma","eff")
func.SetParLimits(0, 1.0, 500.0)
func.SetParLimits(1, 0.0, 1.0)
# func.FixParameter(1, 0.068)
return func
def Alpha_vs_ctau_FCN(v, par):
ctau_mm = v[0]
gamma = par[0]
Rmin = 0.0
R0 = 44.0
Rmax = 600.0
zmin = 0.0
zmax = 5.0*Rmax
eff = par[1]
if ( ctau_mm == 0.0 ):
N = 1.0
else:
N = 0.0
nSteps = 100
R_previous = 0.0
for i in range(nSteps):
R = (Rmax - Rmin)*float(i*i)/float(nSteps*nSteps)
dR = R - R_previous
R_previous = R
z_previous = 0.0
for j in range(nSteps):
z = (zmax - zmin)*float(j*j)/float(nSteps*nSteps)
dz = z - z_previous
z_previous = z
if ( gamma != 0.0 and ( R!= 0.0 or z!=0.0 ) ):
N = N+Eff_vs_R(R0, R)/(gamma*ctau_mm)*R/(R*R+z*z)*exp(-sqrt(R*R+z*z)/(gamma*ctau_mm))*dR*dz
return 100.0*eff*N
def f1(m,E,ctau_mm,R_mm,z_mm):
gamma = E/m
if ( gamma == 0.0 or ctau_mm == 0.0 ):
f1_out = 1.0
else:
if ( R_mm >0 or z_mm >0 ):
f1_out = 1.0/2.0*1.0/(gamma*ctau_mm)*R_mm/(R_mm*R_mm+z_mm*z_mm)*exp(-sqrt(R_mm*R_mm+z_mm*z_mm)/(gamma*ctau_mm))
else:
f1_out = 1.0
return f1_out
def f2(m,E,ctau_mm,R_mm):
gamma = E/m
f2_out = 0.0
nSteps = 300
z_mm_min = 0.0
if 10.0*gamma*ctau_mm < 10.0*R_mm:
z_mm_max = 10.0*gamma*ctau_mm
else:
z_mm_max = 10.0*R_mm
z_mm_previous = 0.0
for i in range(nSteps):
fraction = float(i*i)/float(nSteps*nSteps)
# fraction = float(i)/float(nSteps)
z_mm = (z_mm_max - z_mm_min)*fraction
dz_mm = z_mm - z_mm_previous
z_mm_previous = z_mm
f2_out = f2_out + f1(m,E,ctau_mm,R_mm,z_mm) * dz_mm
return 2.0*f2_out
def Eff_vs_R(R0_mm, R_mm):
R_mm_TIB_outer_layer = 600.0
R_mm_min = 0.0 # minimum radius from beamline
R_mm_max = R_mm_TIB_outer_layer # radius to last layer in TIB. eficiency is 0 after this layer
if ( R_mm >= R_mm_min and R_mm < R0_mm) :
eff = 1.0
elif ( R_mm >= R0_mm and R_mm < R_mm_max ) :
# eff = R0_mm*R0_mm/(R_mm*R_mm) # efficiency per event with 2 dimuons
eff = R0_mm/R_mm # efficiency per dimuon
else:
eff = 0.0
return eff
def Plot_Eff_vs_R():
print "------------Plot_Eff_vs_R------------"
cnv.SetLogy(0)
R0_mm = 44.0
R_mm_bot = 0.0
R_mm_top = 650.0
array_Eff_vs_R = []
for R_mm in fRange(R_mm_bot, R_mm_top, 651):
# array_Eff_vs_R.append(( R_mm, Eff_vs_R(R0_mm, R_mm) )) # Below is modified version of the efficiency. We decided to use 0 efficiency after first layer of pixel
if R_mm < R0_mm: array_Eff_vs_R.append(( R_mm, 1.0 ))
else: array_Eff_vs_R.append(( R_mm, 0.0 ))
h_Eff_vs_R_dummy = ROOT.TH2F("h_Eff_vs_R_dummy", "h_Eff_vs_R_dummy", 650, R_mm_bot, R_mm_top, 1000, 0.0, 1.1)
h_Eff_vs_R_dummy.SetXTitle("Radius from beamline [mm]")
h_Eff_vs_R_dummy.SetYTitle("#epsilon")
#h_Eff_vs_R_dummy.GetYaxis().CenterTitle(1)
h_Eff_vs_R_dummy.Draw()
gr_Eff_vs_R = ROOT.TGraph( len(array_Eff_vs_R), array.array("d", zip(*array_Eff_vs_R)[0]), array.array("d", zip(*array_Eff_vs_R)[1]) )
gr_Eff_vs_R.SetLineWidth(2)
gr_Eff_vs_R.SetLineColor(ROOT.kRed)
gr_Eff_vs_R.SetLineStyle(1)
gr_Eff_vs_R.Draw("L")
txtHeader.Draw()
cnv.SaveAs("plots/PDF/Eff_vs_R.pdf")
os.system("convert -define pdf:use-cropbox=true -density 300 plots/PDF/Eff_vs_R.pdf -resize 900x900 plots/PNG/Eff_vs_R.png")
def f3(m,E,ctau_mm):
gamma = E/m
f3_out = 0.0
nSteps = 500
R_mm_min = 0.0
R_mm_TIB_outer_layer = 600.0
R_mm_Pixel_inner_layer = 44.0
if 10.0*gamma*ctau_mm < R_mm_TIB_outer_layer:
R_mm_max = 10.0*gamma*ctau_mm
else:
R_mm_max = R_mm_TIB_outer_layer
R_mm_previous = 0.0
for i in range(nSteps):
fraction = float(i*i)/float(nSteps*nSteps)
# fraction = float(i)/float(nSteps)
R_mm = (R_mm_max - R_mm_min)*fraction
dR_mm = R_mm - R_mm_previous
R_mm_previous = R_mm
f3_out = f3_out + Eff_vs_R(R_mm_Pixel_inner_layer, R_mm)*f2(m,E,ctau_mm,R_mm) * dR_mm
return f3_out
def f_Alpha_vs_ctau(m,E,ctau_mm,alpha0):
f3_ctau = f3(m,E,ctau_mm)
f3_0 = f3(m,E,0.001)
return alpha0*f3_ctau*f3_ctau/f3_0/f3_0
################################################################################
# Plot 3D acceptance Alpha vs mGammaD and ctau
################################################################################
def Alpha_vs_mGammaD_ctau_3D():
print "------------Alpha_vs_mGammaD_ctau_3D------------"
cnv.SetTheta(20.0);
cnv.SetPhi(-130.0);
nBins = 100
h_Alpha_vs_mGammaD_ctau_3D = ROOT.TH2F("h_Alpha_vs_mGammaD_ctau_3D", "h_Alpha_vs_mGammaD_ctau_3D", nBins, mGammaD_GeV_min, mGammaD_GeV_max, nBins, ctau_mm_min, ctau_mm_max)
h_Alpha_vs_mGammaD_ctau_3D.SetXTitle("m_{#gamma_{D}} [GeV]")
h_Alpha_vs_mGammaD_ctau_3D.GetXaxis().CenterTitle(1)
h_Alpha_vs_mGammaD_ctau_3D.GetXaxis().SetNdivisions(506)
h_Alpha_vs_mGammaD_ctau_3D.GetXaxis().SetTitleOffset(1.44)
h_Alpha_vs_mGammaD_ctau_3D.SetYTitle("c#tau_{#gamma_{D}} [mm]")
h_Alpha_vs_mGammaD_ctau_3D.GetYaxis().CenterTitle(1)
h_Alpha_vs_mGammaD_ctau_3D.GetYaxis().SetNdivisions(506)
h_Alpha_vs_mGammaD_ctau_3D.GetYaxis().SetTitleOffset(1.35)
h_Alpha_vs_mGammaD_ctau_3D.SetZTitle("#alpha (c#tau_{#gamma_{D}}, m_{#gamma_{D}}) [%]")
for i_ctau in range(nBins):
for i_m in range(nBins):
m = h_Alpha_vs_mGammaD_ctau_3D.GetXaxis().GetBinCenter( i_m + 1 )
ctau = h_Alpha_vs_mGammaD_ctau_3D.GetYaxis().GetBinCenter( i_ctau + 1 )
rightPart = 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( ctau, m )
h_Alpha_vs_mGammaD_ctau_3D.SetBinContent(i_m+1, i_ctau+1, rightPart)
fSetPalette("RainBow")
h_Alpha_vs_mGammaD_ctau_3D.Draw("surf1z")
array_Alpha_vs_mGammaD_ctau_3D_Marker = []
for ctau in ctau_mm:
for m in mGammaD_GeV:
if ( ctau == 0 and m >= 0.55 ):
print "Samples not simulated yet:", ctau, m
else:
array_Alpha_vs_mGammaD_ctau_3D_Marker.append(( m, ctau, 100.0*fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( ctau, m ) ))
gr_Alpha_vs_ctau_m1GeV_Marker = ROOT.TGraph2D( len(array_Alpha_vs_mGammaD_ctau_3D_Marker), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau_3D_Marker)[0]), array.array("d", zip(*array_Alpha_vs_mGammaD_ctau_3D_Marker)[1]), array.array("d",
zip(*array_Alpha_vs_mGammaD_ctau_3D_Marker)[2]) )
gr_Alpha_vs_ctau_m1GeV_Marker.SetMarkerColor(ROOT.kRed)
gr_Alpha_vs_ctau_m1GeV_Marker.SetMarkerStyle(20)
gr_Alpha_vs_ctau_m1GeV_Marker.SetMarkerSize(1.5)
gr_Alpha_vs_ctau_m1GeV_Marker.Draw("sameP")
txtHeader.Draw()
cnv.SaveAs("plots/PDF/Alpha_vs_mGammaD_ctau_3D.pdf")
cnv.SaveAs("plots/PNG/Alpha_vs_mGammaD_ctau_3D.png")
################################################################################
# Plot Upper 95% CL Limit on CSxBR2 vs mGammaD: 0.25 < mGammaD < 1.0
################################################################################
def limit_CSxBR2_fb_vs_mGammaD_2015():
cnv.SetLogy(1)
array_mGammaD_prediction_CSxBR2_fb = []
BR_h_to_2n1 = 0.0025
BR_n1_to_gammaD_nD = 0.5
print BR_h_to_2n1*BR_n1_to_gammaD_nD*BR_n1_to_gammaD_nD*BR_GammaD_to_2mu( 0.4 )*BR_GammaD_to_2mu( 0.4 )
array_mGammaD_limit_CSxBR2_fb_ctau0mm = []
array_mGammaD_limit_CSxBR2_fb_ctau02mm = []
array_mGammaD_limit_CSxBR2_fb_ctau05mm = []
array_mGammaD_limit_CSxBR2_fb_ctau2mm = []
array_mGammaD_limit_CSxBR2_fb_ctau5mm = []
for m in fRange(mGammaD_GeV_min, mGammaD_GeV_max, 101):
prediction_CSxBR2_fb = 1000.0*fCS_SM_ggH_13TeV_pb(126.0)[0]*BR_h_to_2n1*BR_n1_to_gammaD_nD*BR_n1_to_gammaD_nD*BR_GammaD_to_2mu( m )*BR_GammaD_to_2mu( m )
array_mGammaD_prediction_CSxBR2_fb.append(( m, prediction_CSxBR2_fb ))
array_mGammaD_limit_CSxBR2_fb_ctau0mm.append(( m, fCmsLimitVsM(m)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.0, m ) ))
array_mGammaD_limit_CSxBR2_fb_ctau02mm.append(( m, fCmsLimitVsM(m)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.2, m ) ))
array_mGammaD_limit_CSxBR2_fb_ctau05mm.append(( m, fCmsLimitVsM(m)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.5, m ) ))
array_mGammaD_limit_CSxBR2_fb_ctau2mm.append(( m, fCmsLimitVsM(m)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 2.0, m ) ))
array_mGammaD_limit_CSxBR2_fb_ctau5mm.append(( m, fCmsLimitVsM(m)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 5.0, m ) ))
h_limit_CSxBR2_fb_vs_mGammaD_dummy = ROOT.TH2F("h_limit_CSxBR2_fb_vs_mGammaD_dummy", "h_limit_CSxBR2_fb_vs_mGammaD_dummy", 1000, mGammaD_GeV_bot, mGammaD_GeV_top, 1000, 0.01, 1000000.0)
h_limit_CSxBR2_fb_vs_mGammaD_dummy.SetXTitle("m_{#gamma_{D}} [GeV]")
h_limit_CSxBR2_fb_vs_mGammaD_dummy.SetYTitle("#sigma(pp #rightarrow 2#gamma_{D} + X) B^{2}(#gamma_{D} #rightarrow 2 #mu) [fb]")
h_limit_CSxBR2_fb_vs_mGammaD_dummy.SetTitleOffset(1.35, "Y")
h_limit_CSxBR2_fb_vs_mGammaD_dummy.GetYaxis().CenterTitle(1)
h_limit_CSxBR2_fb_vs_mGammaD_dummy.GetYaxis().SetTitleSize(0.05)
h_limit_CSxBR2_fb_vs_mGammaD_dummy.Draw()
gr_prediction_CSxBR2_fb_vs_mGammaD = ROOT.TGraph( len(array_mGammaD_prediction_CSxBR2_fb), array.array("d", zip(*array_mGammaD_prediction_CSxBR2_fb)[0]), array.array("d", zip(*array_mGammaD_prediction_CSxBR2_fb)[1]) )
gr_prediction_CSxBR2_fb_vs_mGammaD.SetLineWidth(2)
gr_prediction_CSxBR2_fb_vs_mGammaD.SetLineColor(ROOT.kBlack)
gr_prediction_CSxBR2_fb_vs_mGammaD.SetLineStyle(1)
gr_prediction_CSxBR2_fb_vs_mGammaD.Draw("C")
gr_limit_CSxBR2_fb_vs_mGammaD_ctau0mm = ROOT.TGraph( len(array_mGammaD_limit_CSxBR2_fb_ctau0mm), array.array("d", zip(*array_mGammaD_limit_CSxBR2_fb_ctau0mm)[0]), array.array("d", zip(*array_mGammaD_limit_CSxBR2_fb_ctau0mm)[1]) )
gr_limit_CSxBR2_fb_vs_mGammaD_ctau0mm.SetLineWidth(2)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau0mm.SetLineColor(ROOT.kBlue)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau0mm.SetLineStyle(2)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau0mm.Draw("C")
gr_limit_CSxBR2_fb_vs_mGammaD_ctau02mm = ROOT.TGraph( len(array_mGammaD_limit_CSxBR2_fb_ctau02mm), array.array("d", zip(*array_mGammaD_limit_CSxBR2_fb_ctau02mm)[0]), array.array("d", zip(*array_mGammaD_limit_CSxBR2_fb_ctau02mm)[1]) )
gr_limit_CSxBR2_fb_vs_mGammaD_ctau02mm.SetLineWidth(2)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau02mm.SetLineColor(ROOT.kGreen+2)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau02mm.SetLineStyle(9)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau02mm.Draw("C")
gr_limit_CSxBR2_fb_vs_mGammaD_ctau05mm = ROOT.TGraph( len(array_mGammaD_limit_CSxBR2_fb_ctau05mm), array.array("d", zip(*array_mGammaD_limit_CSxBR2_fb_ctau05mm)[0]), array.array("d", zip(*array_mGammaD_limit_CSxBR2_fb_ctau05mm)[1]) )
gr_limit_CSxBR2_fb_vs_mGammaD_ctau05mm.SetLineWidth(2)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau05mm.SetLineColor(ROOT.kRed)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau05mm.SetLineStyle(1)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau05mm.Draw("C")
gr_limit_CSxBR2_fb_vs_mGammaD_ctau2mm = ROOT.TGraph( len(array_mGammaD_limit_CSxBR2_fb_ctau2mm), array.array("d", zip(*array_mGammaD_limit_CSxBR2_fb_ctau2mm)[0]), array.array("d", zip(*array_mGammaD_limit_CSxBR2_fb_ctau2mm)[1]) )
gr_limit_CSxBR2_fb_vs_mGammaD_ctau2mm.SetLineWidth(2)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau2mm.SetLineColor(ROOT.kMagenta)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau2mm.SetLineStyle(10)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau2mm.Draw("C")
gr_limit_CSxBR2_fb_vs_mGammaD_ctau5mm = ROOT.TGraph( len(array_mGammaD_limit_CSxBR2_fb_ctau5mm), array.array("d", zip(*array_mGammaD_limit_CSxBR2_fb_ctau5mm)[0]), array.array("d", zip(*array_mGammaD_limit_CSxBR2_fb_ctau5mm)[1]) )
gr_limit_CSxBR2_fb_vs_mGammaD_ctau5mm.SetLineWidth(2)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau5mm.SetLineColor(ROOT.kCyan)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau5mm.SetLineStyle(8)
gr_limit_CSxBR2_fb_vs_mGammaD_ctau5mm.Draw("C")
l_limit_CSxBR2_fb_vs_mGammaD = ROOT.TLegend(0.2,0.55,0.8,0.9)
l_limit_CSxBR2_fb_vs_mGammaD.SetFillColor(ROOT.kWhite)
l_limit_CSxBR2_fb_vs_mGammaD.SetMargin(0.4)
l_limit_CSxBR2_fb_vs_mGammaD.SetBorderSize(0)
l_limit_CSxBR2_fb_vs_mGammaD.SetTextFont(42)
l_limit_CSxBR2_fb_vs_mGammaD.SetTextSize(0.035)
l_limit_CSxBR2_fb_vs_mGammaD.SetHeader("95% CL limits for samples with #gamma_{D} life-time:")
l_limit_CSxBR2_fb_vs_mGammaD.AddEntry(gr_limit_CSxBR2_fb_vs_mGammaD_ctau0mm, "c#tau_{#gamma_{D}} = 0 mm (prompt)","L")
l_limit_CSxBR2_fb_vs_mGammaD.AddEntry(gr_limit_CSxBR2_fb_vs_mGammaD_ctau02mm,"c#tau_{#gamma_{D}} = 0.2 mm","L")
l_limit_CSxBR2_fb_vs_mGammaD.AddEntry(gr_limit_CSxBR2_fb_vs_mGammaD_ctau05mm,"c#tau_{#gamma_{D}} = 0.5 mm","L")
l_limit_CSxBR2_fb_vs_mGammaD.AddEntry(gr_limit_CSxBR2_fb_vs_mGammaD_ctau2mm, "c#tau_{#gamma_{D}} = 2 mm","L")
l_limit_CSxBR2_fb_vs_mGammaD.AddEntry(gr_limit_CSxBR2_fb_vs_mGammaD_ctau5mm, "c#tau_{#gamma_{D}} = 5 mm","L")
l_limit_CSxBR2_fb_vs_mGammaD.AddEntry(gr_prediction_CSxBR2_fb_vs_mGammaD, "prediction with Br(h #rightarrow 2n_{1}) = 0.25%","L")
l_limit_CSxBR2_fb_vs_mGammaD.AddEntry(gr_prediction_CSxBR2_fb_vs_mGammaD, "and Br(n_{1} #rightarrow #gamma_{D} n_{D}) = 50%","")
l_limit_CSxBR2_fb_vs_mGammaD.Draw()
txtHeader.Draw()
cnv.SaveAs("plots/PDF/limit_CSxBR2_fb_vs_mGammaD_2015.pdf")
os.system("convert -define pdf:use-cropbox=true -density 300 plots/PDF/limit_CSxBR2_fb_vs_mGammaD_2015.pdf -resize 900x900 plots/PNG/limit_CSxBR2_fb_vs_mGammaD_2015.png")
################################################################################
# Plot Upper 95% CL Limit on CS vs mGammaD: 0.25 < mGammaD < 1.0
################################################################################
def limit_CS_fb_vs_mGammaD_2015():
cnv.SetLogy(0)
array_mGammaD_prediction_CS_fb = []
BR_h_to_2n1 = 0.0025
BR_n1_to_gammaD_nD = 0.5
array_mGammaD_limit_CS_fb_ctau0mm = []
array_mGammaD_limit_CS_fb_ctau02mm = []
array_mGammaD_limit_CS_fb_ctau05mm = []
array_mGammaD_limit_CS_fb_ctau2mm = []
for m in fRange(0.25, 1.0, 101):
array_mGammaD_prediction_CS_fb.append(( m, 1000.0*fCS_SM_ggH_13TeV_pb(126.0)[0]*BR_h_to_2n1*BR_n1_to_gammaD_nD*BR_n1_to_gammaD_nD ))
array_mGammaD_limit_CS_fb_ctau0mm.append(( m, fCmsLimitVsM(m)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.0, m )/BR_GammaD_to_2mu( m )/BR_GammaD_to_2mu( m ) ))
array_mGammaD_limit_CS_fb_ctau02mm.append(( m, fCmsLimitVsM(m)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.2, m )/BR_GammaD_to_2mu( m )/BR_GammaD_to_2mu( m ) ))
array_mGammaD_limit_CS_fb_ctau05mm.append(( m, fCmsLimitVsM(m)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 0.5, m )/BR_GammaD_to_2mu( m )/BR_GammaD_to_2mu( m ) ))
array_mGammaD_limit_CS_fb_ctau2mm.append(( m, fCmsLimitVsM(m)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( 2.0, m )/BR_GammaD_to_2mu( m )/BR_GammaD_to_2mu( m ) ))
h_limit_CS_fb_vs_mGammaD_dummy = ROOT.TH2F("h_limit_CS_fb_vs_mGammaD_dummy", "h_limit_CS_fb_vs_mGammaD_dummy", 1000, mGammaD_GeV_bot, mGammaD_GeV_top, 1000, 0.0, 120.0)
h_limit_CS_fb_vs_mGammaD_dummy.SetXTitle("m_{#gamma_{D}} [GeV]")
h_limit_CS_fb_vs_mGammaD_dummy.SetYTitle("#sigma(pp #rightarrow h) #times Br(h #rightarrow 2#gamma_{D} + X) [fb]")
h_limit_CS_fb_vs_mGammaD_dummy.SetTitleOffset(1.35, "Y")
h_limit_CS_fb_vs_mGammaD_dummy.GetYaxis().CenterTitle(1)
h_limit_CS_fb_vs_mGammaD_dummy.GetYaxis().SetTitleSize(0.05)
h_limit_CS_fb_vs_mGammaD_dummy.Draw()
gr_prediction_CS_fb_vs_mGammaD = ROOT.TGraph( len(array_mGammaD_prediction_CS_fb), array.array("d", zip(*array_mGammaD_prediction_CS_fb)[0]), array.array("d", zip(*array_mGammaD_prediction_CS_fb)[1]) )
gr_prediction_CS_fb_vs_mGammaD.SetLineWidth(2)
gr_prediction_CS_fb_vs_mGammaD.SetLineColor(ROOT.kBlack)
gr_prediction_CS_fb_vs_mGammaD.SetLineStyle(1)
gr_prediction_CS_fb_vs_mGammaD.Draw("C")
gr_limit_CS_fb_vs_mGammaD_ctau0mm = ROOT.TGraph( len(array_mGammaD_limit_CS_fb_ctau0mm), array.array("d", zip(*array_mGammaD_limit_CS_fb_ctau0mm)[0]), array.array("d", zip(*array_mGammaD_limit_CS_fb_ctau0mm)[1]) )
gr_limit_CS_fb_vs_mGammaD_ctau0mm.SetLineWidth(2)
gr_limit_CS_fb_vs_mGammaD_ctau0mm.SetLineColor(ROOT.kBlue)
gr_limit_CS_fb_vs_mGammaD_ctau0mm.SetLineStyle(2)
gr_limit_CS_fb_vs_mGammaD_ctau0mm.Draw("C")
gr_limit_CS_fb_vs_mGammaD_ctau02mm = ROOT.TGraph( len(array_mGammaD_limit_CS_fb_ctau02mm), array.array("d", zip(*array_mGammaD_limit_CS_fb_ctau02mm)[0]), array.array("d", zip(*array_mGammaD_limit_CS_fb_ctau02mm)[1]) )
gr_limit_CS_fb_vs_mGammaD_ctau02mm.SetLineWidth(2)
gr_limit_CS_fb_vs_mGammaD_ctau02mm.SetLineColor(ROOT.kGreen+2)
gr_limit_CS_fb_vs_mGammaD_ctau02mm.SetLineStyle(9)
gr_limit_CS_fb_vs_mGammaD_ctau02mm.Draw("C")
gr_limit_CS_fb_vs_mGammaD_ctau05mm = ROOT.TGraph( len(array_mGammaD_limit_CS_fb_ctau05mm), array.array("d", zip(*array_mGammaD_limit_CS_fb_ctau05mm)[0]), array.array("d", zip(*array_mGammaD_limit_CS_fb_ctau05mm)[1]) )
gr_limit_CS_fb_vs_mGammaD_ctau05mm.SetLineWidth(2)
gr_limit_CS_fb_vs_mGammaD_ctau05mm.SetLineColor(ROOT.kRed)
gr_limit_CS_fb_vs_mGammaD_ctau05mm.SetLineStyle(1)
gr_limit_CS_fb_vs_mGammaD_ctau05mm.Draw("C")
gr_limit_CS_fb_vs_mGammaD_ctau2mm = ROOT.TGraph( len(array_mGammaD_limit_CS_fb_ctau2mm), array.array("d", zip(*array_mGammaD_limit_CS_fb_ctau2mm)[0]), array.array("d", zip(*array_mGammaD_limit_CS_fb_ctau2mm)[1]) )
gr_limit_CS_fb_vs_mGammaD_ctau2mm.SetLineWidth(2)
gr_limit_CS_fb_vs_mGammaD_ctau2mm.SetLineColor(ROOT.kMagenta)
gr_limit_CS_fb_vs_mGammaD_ctau2mm.SetLineStyle(10)
gr_limit_CS_fb_vs_mGammaD_ctau2mm.Draw("C")
l_limit_CS_fb_vs_mGammaD = ROOT.TLegend(0.4,0.6,0.8,0.9)
l_limit_CS_fb_vs_mGammaD.SetFillColor(ROOT.kWhite)
l_limit_CS_fb_vs_mGammaD.SetMargin(0.4)
l_limit_CS_fb_vs_mGammaD.SetBorderSize(0)
l_limit_CS_fb_vs_mGammaD.SetTextFont(42)
l_limit_CS_fb_vs_mGammaD.SetTextSize(0.035)
l_limit_CS_fb_vs_mGammaD.SetHeader("95% CL limits for samples")
l_limit_CS_fb_vs_mGammaD.AddEntry(gr_limit_CS_fb_vs_mGammaD_ctau0mm, "with #gamma_{D} life-time:","")
l_limit_CS_fb_vs_mGammaD.AddEntry(gr_limit_CS_fb_vs_mGammaD_ctau0mm, "c#tau_{#gamma_{D}} = 0 mm (prompt)","L")
l_limit_CS_fb_vs_mGammaD.AddEntry(gr_limit_CS_fb_vs_mGammaD_ctau02mm,"c#tau_{#gamma_{D}} = 0.2 mm","L")
l_limit_CS_fb_vs_mGammaD.AddEntry(gr_limit_CS_fb_vs_mGammaD_ctau05mm,"c#tau_{#gamma_{D}} = 0.5 mm","L")
l_limit_CS_fb_vs_mGammaD.AddEntry(gr_limit_CS_fb_vs_mGammaD_ctau2mm, "c#tau_{#gamma_{D}} = 2 mm","L")
l_limit_CS_fb_vs_mGammaD.Draw()
txtHeader.Draw()
cnv.SaveAs("plots/PDF/limit_CS_fb_vs_mGammaD_2015.pdf")
os.system("convert -define pdf:use-cropbox=true -density 300 plots/PDF/limit_CS_fb_vs_mGammaD_2015.pdf -resize 900x900 plots/PNG/limit_CS_fb_vs_mGammaD_2015.png")
################################################################################
# Plot Upper 95% CL Limit on CSxBR2 vs ctau: 0.2 < ctau < 2.0
################################################################################
def limit_CSxBR2_fb_vs_ctau_2015():
cnv.SetLogy(0)
array_ctau_limit_CSxBR2_fb_m025GeV = []
array_ctau_limit_CSxBR2_fb_m04GeV = []
array_ctau_limit_CSxBR2_fb_m1GeV = []
for ctau in fRange(0.0, 2.0, 101):
array_ctau_limit_CSxBR2_fb_m025GeV.append(( ctau, fCmsLimitVsM(0.25)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( ctau, 0.25 ) ))
array_ctau_limit_CSxBR2_fb_m04GeV.append(( ctau, fCmsLimitVsM( 0.4)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( ctau, 0.4 ) ))
array_ctau_limit_CSxBR2_fb_m1GeV.append(( ctau, fCmsLimitVsM( 1.0)/lumi_fbinv/SF/fCmsDarkSusyAcceptance_LinearFit_2015_13TeV( ctau, 1.0 ) ))
h_limit_CSxBR2_fb_vs_ctau_dummy = ROOT.TH2F("h_limit_CSxBR2_fb_vs_ctau_dummy", "h_limit_CSxBR2_fb_vs_ctau_dummy", 1000, -0.2, 2.2, 1000, 0.0, 120.0)
h_limit_CSxBR2_fb_vs_ctau_dummy.SetXTitle("c#tau_{#gamma_{D}} [mm]")
h_limit_CSxBR2_fb_vs_ctau_dummy.SetYTitle("#sigma(pp #rightarrow 2#gamma_{D} + X) B^{2}(#gamma_{D} #rightarrow 2 #mu) [fb]")
h_limit_CSxBR2_fb_vs_ctau_dummy.SetTitleOffset(1.35, "Y")
h_limit_CSxBR2_fb_vs_ctau_dummy.GetYaxis().CenterTitle(1)
h_limit_CSxBR2_fb_vs_ctau_dummy.GetYaxis().SetTitleSize(0.05)
h_limit_CSxBR2_fb_vs_ctau_dummy.Draw()
gr_limit_CSxBR2_fb_vs_ctau_m025GeV = ROOT.TGraph( len(array_ctau_limit_CSxBR2_fb_m025GeV), array.array("d", zip(*array_ctau_limit_CSxBR2_fb_m025GeV)[0]), array.array("d", zip(*array_ctau_limit_CSxBR2_fb_m025GeV)[1]) )
gr_limit_CSxBR2_fb_vs_ctau_m025GeV.SetLineWidth(2)
gr_limit_CSxBR2_fb_vs_ctau_m025GeV.SetLineColor(ROOT.kGreen+2)
gr_limit_CSxBR2_fb_vs_ctau_m025GeV.SetLineStyle(9)
gr_limit_CSxBR2_fb_vs_ctau_m025GeV.Draw("C")
gr_limit_CSxBR2_fb_vs_ctau_m04GeV = ROOT.TGraph( len(array_ctau_limit_CSxBR2_fb_m04GeV), array.array("d", zip(*array_ctau_limit_CSxBR2_fb_m04GeV)[0]), array.array("d", zip(*array_ctau_limit_CSxBR2_fb_m04GeV)[1]) )
gr_limit_CSxBR2_fb_vs_ctau_m04GeV.SetLineWidth(2)
gr_limit_CSxBR2_fb_vs_ctau_m04GeV.SetLineColor(ROOT.kRed)
gr_limit_CSxBR2_fb_vs_ctau_m04GeV.SetLineStyle(1)
gr_limit_CSxBR2_fb_vs_ctau_m04GeV.Draw("C")
gr_limit_CSxBR2_fb_vs_ctau_m1GeV = ROOT.TGraph( len(array_ctau_limit_CSxBR2_fb_m1GeV), array.array("d", zip(*array_ctau_limit_CSxBR2_fb_m1GeV)[0]), array.array("d", zip(*array_ctau_limit_CSxBR2_fb_m1GeV)[1]) )
gr_limit_CSxBR2_fb_vs_ctau_m1GeV.SetLineWidth(2)
gr_limit_CSxBR2_fb_vs_ctau_m1GeV.SetLineColor(ROOT.kBlue)
gr_limit_CSxBR2_fb_vs_ctau_m1GeV.SetLineStyle(2)
gr_limit_CSxBR2_fb_vs_ctau_m1GeV.Draw("C")
l_limit_CSxBR2_fb_vs_ctau = ROOT.TLegend(0.25,0.65,0.6,0.9)
l_limit_CSxBR2_fb_vs_ctau.SetFillColor(ROOT.kWhite)
l_limit_CSxBR2_fb_vs_ctau.SetMargin(0.4)
l_limit_CSxBR2_fb_vs_ctau.SetBorderSize(0)
l_limit_CSxBR2_fb_vs_ctau.SetTextFont(42)
l_limit_CSxBR2_fb_vs_ctau.SetTextSize(0.035)
l_limit_CSxBR2_fb_vs_ctau.SetHeader("95% CL limits for samples")
l_limit_CSxBR2_fb_vs_ctau.AddEntry(gr_limit_CSxBR2_fb_vs_ctau_m025GeV,"with #gamma_{D} mass:","")
l_limit_CSxBR2_fb_vs_ctau.AddEntry(gr_limit_CSxBR2_fb_vs_ctau_m025GeV,"m_{#gamma_{D}} = 0.25 GeV","L")
l_limit_CSxBR2_fb_vs_ctau.AddEntry(gr_limit_CSxBR2_fb_vs_ctau_m04GeV, "m_{#gamma_{D}} = 0.4 GeV","L")
l_limit_CSxBR2_fb_vs_ctau.AddEntry(gr_limit_CSxBR2_fb_vs_ctau_m1GeV, "m_{#gamma_{D}} = 1.0 GeV","L")
l_limit_CSxBR2_fb_vs_ctau.Draw()
txtHeader.Draw()
cnv.SaveAs("plots/PDF/limit_CSxBR2_fb_vs_ctau_2015.pdf")
os.system("convert -define pdf:use-cropbox=true -density 300 plots/PDF/limit_CSxBR2_fb_vs_ctau_2015.pdf -resize 900x900 plots/PNG/limit_CSxBR2_fb_vs_ctau_2015.png")
################################################################################
# Plot 95% CL Limit on CSxBR2 and on CS vs mGammaD and ctau
################################################################################
def limit_CSxBR2_fb_and_CS_fb_and_CS_over_CSsm_vs_mGammaD_ctau_3D_and_2D():
CSsm_fb = 1000.0 * fCS_SM_ggH_13TeV_pb(126.0)[0]
line_m_ctau_2 = ROOT.TLine(0.25, 2.0, 1.0, 2.0)
line_m_ctau_2.SetLineStyle(2)
line_m_ctau_2.SetLineWidth(1)
line_m_ctau_2.SetLineColor(ROOT.kBlack)
line_m_ctau_5 = ROOT.TLine(0.25, 5.0, 1.0, 5.0)
line_m_ctau_5.SetLineStyle(2)
line_m_ctau_5.SetLineWidth(1)
line_m_ctau_5.SetLineColor(ROOT.kBlack)
line_ctau_m_025 = ROOT.TLine(0.25, 0, 0.25, 2.0)
line_ctau_m_025.SetLineStyle(2)
line_ctau_m_025.SetLineWidth(1)
line_ctau_m_025.SetLineColor(ROOT.kBlack)
line_ctau_m_1 = ROOT.TLine(1.0, 0, 1.0, 2.0)
line_ctau_m_1.SetLineStyle(2)
line_ctau_m_1.SetLineWidth(1)
line_ctau_m_1.SetLineColor(ROOT.kBlack)
line_logEpsilon2_m_025 = ROOT.TLine(0.25, logEpsilon2_min, 0.25, logEpsilon2_max)
line_logEpsilon2_m_025.SetLineStyle(2)
line_logEpsilon2_m_025.SetLineWidth(1)
line_logEpsilon2_m_025.SetLineColor(ROOT.kBlack)
line_logEpsilon2_m_1 = ROOT.TLine(1.0, logEpsilon2_min, 1.0, logEpsilon2_max)
line_logEpsilon2_m_1.SetLineStyle(2)
line_logEpsilon2_m_1.SetLineWidth(1)
line_logEpsilon2_m_1.SetLineColor(ROOT.kBlack)
h_ctau_vs_mGammaD_dummy = ROOT.TH2F("h_ctau_vs_mGammaD_dummy", "h_ctau_vs_mGammaD_dummy", 100, mGammaD_GeV_bot, mGammaD_GeV_top, 100, ctau_mm_bot, ctau_mm_top)
h_ctau_vs_mGammaD_dummy.SetXTitle("m_{#gamma_{D}} [GeV]")
h_ctau_vs_mGammaD_dummy.SetYTitle("c#tau_{#gamma_{D}} [mm]")
h_ctau_vs_mGammaD_dummy.SetTitleOffset(1.1, "Y")
h_ctau_vs_mGammaD_dummy.GetYaxis().CenterTitle(1)
h_ctau_vs_mGammaD_dummy.GetYaxis().SetTitleSize(0.05)
nBins = 100
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D = ROOT.TH2F("h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D", "h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D", nBins, mGammaD_GeV_min, mGammaD_GeV_max, nBins, ctau_mm_min, ctau_mm_max)
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.SetXTitle("m_{#gamma_{D}} [GeV]")
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.GetXaxis().CenterTitle(1)
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.GetXaxis().SetNdivisions(506)
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.GetXaxis().SetTitleOffset(1.4)
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.SetYTitle("c#tau [mm]")
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.GetYaxis().CenterTitle(1)
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.GetYaxis().SetNdivisions(506)
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.GetYaxis().SetTitleOffset(1.45)
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.SetZTitle("#sigma(pp #rightarrow 2#gamma_{D} + X) B^{2}(#gamma_{D} #rightarrow 2 #mu) [fb]")
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.GetZaxis().CenterTitle(1)
h_limit_CSxBR2_fb_vs_mGammaD_ctau_3D.GetZaxis().SetTitleOffset(1.3)
h_limit_CS_fb_vs_mGammaD_ctau_3D = ROOT.TH2F("h_limit_CS_fb_vs_mGammaD_ctau_3D", "h_limit_CS_fb_vs_mGammaD_ctau_3D", nBins, mGammaD_GeV_min, mGammaD_GeV_max, nBins, ctau_mm_min, ctau_mm_max)
h_limit_CS_fb_vs_mGammaD_ctau_3D.SetXTitle("m_{#gamma_{D}} [GeV/#it{c}^{2}]")
h_limit_CS_fb_vs_mGammaD_ctau_3D.GetXaxis().CenterTitle(1)
h_limit_CS_fb_vs_mGammaD_ctau_3D.GetXaxis().SetNdivisions(506)
h_limit_CS_fb_vs_mGammaD_ctau_3D.GetXaxis().SetTitleOffset(1.4)
h_limit_CS_fb_vs_mGammaD_ctau_3D.SetYTitle("c#tau [mm]")
h_limit_CS_fb_vs_mGammaD_ctau_3D.GetYaxis().CenterTitle(1)
h_limit_CS_fb_vs_mGammaD_ctau_3D.GetYaxis().SetNdivisions(506)
h_limit_CS_fb_vs_mGammaD_ctau_3D.GetYaxis().SetTitleOffset(1.45)
h_limit_CS_fb_vs_mGammaD_ctau_3D.SetZTitle("#sigma(pp #rightarrow 2#gamma_{D} + X) [fb]")
h_limit_CS_fb_vs_mGammaD_ctau_3D.GetZaxis().CenterTitle(1)
h_limit_CS_fb_vs_mGammaD_ctau_3D.GetZaxis().SetTitleOffset(1.3)
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D = ROOT.TH2F("h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D", "h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D", nBins, mGammaD_GeV_min, mGammaD_GeV_max, nBins, ctau_mm_min, ctau_mm_max)
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.SetXTitle("m_{#gamma_{D}} [GeV/#it{c}^{2}]")
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.GetXaxis().CenterTitle(1)
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.GetXaxis().SetNdivisions(506)
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.GetXaxis().SetTitleOffset(1.4)
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.SetYTitle("c#tau [mm]")
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.GetYaxis().CenterTitle(1)
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.GetYaxis().SetNdivisions(506)
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.GetYaxis().SetTitleOffset(1.45)
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.SetZTitle("#sigma(pp #rightarrow 2#gamma_{D} + X) / #sigma_{SM}(pp #rightarrow h)")
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.GetZaxis().CenterTitle(1)
h_limit_CS_over_CSsm_vs_mGammaD_ctau_3D.GetZaxis().SetTitleOffset(1.3)
h_logEpsilon2_vs_mGammaD_dummy = ROOT.TH2F("h_logEpsilon2_vs_mGammaD_dummy", "h_logEpsilon2_vs_mGammaD_dummy", 100, mGammaD_GeV_bot, mGammaD_GeV_top, 100, logEpsilon2_min, logEpsilon2_max)
h_logEpsilon2_vs_mGammaD_dummy.SetXTitle("m_{#gamma_{D}} [GeV/#it{c}^{2}]")
h_logEpsilon2_vs_mGammaD_dummy.SetYTitle("log_{10}(#epsilon^{2})")
h_logEpsilon2_vs_mGammaD_dummy.SetTitleOffset(1.1, "Y")
h_logEpsilon2_vs_mGammaD_dummy.GetYaxis().CenterTitle(1)
h_logEpsilon2_vs_mGammaD_dummy.GetYaxis().SetTitleSize(0.05)
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D = ROOT.TH2F("h_limit_CS_over_CSsm_vs_mGammaD_epsilon2_3D", "h_limit_CS_over_CSsm_vs_mGammaD_epsilon2_3D", nBins, mGammaD_GeV_min, mGammaD_GeV_max, nBins, logEpsilon2_min, logEpsilon2_max)
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.SetXTitle("m_{#gamma_{D}} [GeV/#it{c}^{2}]")
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.GetXaxis().CenterTitle(1)
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.GetXaxis().SetNdivisions(506)
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.GetXaxis().SetTitleOffset(1.4)
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.SetYTitle("log_{10}(#epsilon^{2})")
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.GetYaxis().CenterTitle(1)
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.GetYaxis().SetNdivisions(506)
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.GetYaxis().SetTitleOffset(1.45)
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.SetZTitle("#sigma(pp #rightarrow 2#gamma_{D} + X) / #sigma_{SM}(pp #rightarrow h)")
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.GetZaxis().CenterTitle(1)
h_limit_CS_over_CSsm_vs_mGammaD_logEpsilon2_3D.GetZaxis().SetTitleOffset(1.3)
# set contour levels
# array_CS_over_CSsm_contourLevels = [0.0001, 0.000625, 0.00075, 0.0010, 0.0025, 0.0050, 0.0100, 0.025, 0.0500, 0.1000]
# array_CS_over_CSsm_contourLevels = [0.0001, 0.000625, 0.0010, 0.0100, 0.1000]
array_CS_over_CSsm_contourLevels = [0.05]