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Copy pathplot_width_coupling.py
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122 lines (94 loc) · 3.71 KB
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from ROOT import TFile, TGraph, TMarker, TLine, TLegend, TCanvas
f_hmssm = TFile('data/hMSSM_13TeV.root')
h_width_A = f_hmssm.Get('width_A')
h_br_A_tt = f_hmssm.Get('br_A_tt') # to calculate partial width
mass = 600.
bin_mass = h_width_A.FindBin(mass)
h_width = h_width_A.ProjectionY('h_width', bin_mass, bin_mass)
h_br = h_br_A_tt.ProjectionY('h_br', bin_mass, bin_mass)
h_coupling = h_width.Clone('h_coupling')
for i in xrange(1, h_coupling.GetNbinsX() + 1):
h_coupling.SetBinContent(i, 1./h_coupling.GetXaxis().GetBinCenter(i)**2)
n_points = h_width.GetNbinsX()
g_width = TGraph(n_points)
g_partial_width = TGraph(n_points)
for i in xrange(n_points):
g_width.SetPoint(i, h_coupling.GetBinContent(i + 1), h_width.GetBinContent(i + 1))
g_partial_width.SetPoint(i, h_coupling.GetBinContent(i + 1), h_width.GetBinContent(i + 1)*h_br.GetBinContent(i + 1))
# Points/lines for simulated samples
p_5percent = TMarker(1., 0.05*mass, 1)
p_10percent = TMarker(1., 0.1*mass, 2)
p_25percent = TMarker(1., 0.025*mass, 3)
def findX(graph, y):
'''Find x value, assume monotonously decreasing y'''
xvals = graph.GetX()
yvals = graph.GetY()
for i in xrange(graph.GetN()):
yval = yvals[i]
xval = xvals[i]
print xval, yval, y
if yval < y:
if i == 0:
return xval
deltay = yval - yvals[i-1]
weight_down = (yval - y)/deltay
weight_up = (y - yvals[i-1])/deltay
print 'For y =', y, 'return', weight_down*xvals[i-1] + weight_up*xval
return weight_down*xvals[i-1] + weight_up*xval
else:
print 'Graph find x: No value found; assigning max val found'
return xvals[graph.GetN()-1]
l_5percent = TLine(0., 0.05*mass, findX(g_partial_width, 0.05*mass), 0.05*mass)
l_10percent = TLine(0., 0.1*mass, findX(g_partial_width, 0.1*mass), 0.1*mass)
l_25percent = TLine(0., 0.025*mass, findX(g_partial_width, 0.025*mass), 0.025*mass)
# The drawing and cosmetics part
c = TCanvas()
g_width.Draw('AC')
g_width.SetLineWidth(2)
g_width.SetTitle('hMSSM, m_{{A}} = {mass} GeV'.format(mass=int(mass)))
l_5percent.SetLineColor(2)
l_5percent.SetLineWidth(3)
l_10percent.SetLineColor(2)
l_10percent.SetLineWidth(3)
l_10percent.SetLineStyle(2)
l_25percent.SetLineColor(2)
l_25percent.SetLineStyle(3)
l_25percent.SetLineWidth(3)
p_5percent.SetMarkerStyle(20)
p_5percent.SetMarkerColor(2)
p_10percent.SetMarkerStyle(21)
p_10percent.SetMarkerColor(2)
p_25percent.SetMarkerStyle(22)
p_25percent.SetMarkerColor(2)
p_5percent.Draw()
l_5percent.Draw()
p_10percent.Draw()
l_10percent.Draw()
p_25percent.Draw()
l_25percent.Draw()
g_width.GetXaxis().SetTitle('1/tan(#beta)^{2}') # #prop coupling^{2}
g_width.GetYaxis().SetTitle('Width (GeV)')
g_width.GetYaxis().SetTitleSize(0.05)
g_width.GetYaxis().SetLabelSize(0.05)
g_width.GetYaxis().SetTitleOffset(0.8)
g_width.GetYaxis().SetRangeUser(0., mass*0.12)
g_width.GetXaxis().SetTitleSize(0.05)
g_width.GetXaxis().SetLabelSize(0.05)
g_width.GetXaxis().SetTitleOffset(0.88)
g_partial_width.SetLineColor(4)
g_partial_width.SetLineWidth(3003)
g_partial_width.SetFillStyle(3002)
g_partial_width.Draw('C')
legend = TLegend(0.15, 0.6, 0.4, 0.85)
legend.AddEntry(g_width, 'Total width', 'l')
legend.AddEntry(g_partial_width, 'Partial width (t#bar{t})', 'l')
g_partial_width_excl = g_partial_width.Clone('g_partial_width_excl')
g_partial_width_excl.SetLineWidth(0)
g_partial_width_excl.SetLineColor(0)
legend.AddEntry(g_partial_width_excl, 'Forbidden', 'f')
legend.AddEntry(p_25percent, 'Sample (2.5% width)', 'p')
legend.AddEntry(p_5percent, 'Sample (5% width)', 'p')
legend.AddEntry(p_10percent, 'Sample (10% width)', 'p')
legend.SetBorderSize(0)
legend.Draw()
c.Print('width_vs_tanb_mA{mass}.pdf'.format(mass=int(mass)))