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Before tagging this version, added rest of files that potentially can be useful in the future.
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AnaTwoPeg/AnaTwoPeg.cc

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AnaTwoPeg/compile_AnaTwoPeg.sh

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g++ AnaTwoPeg.cc -o AnaTwoPeg.exe `root-config --cflags --libs`
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Lepton type
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For DDVCS: muon (2) or no mass (3) IN THE FINAL STATE
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Choose one of the following menu items :
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1 : 5-fold DIFFERENTIAL CROSS SECTION for ep -> ep gamma as function of t
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2 : e+e- asymmetry for DVCS
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3 : electron single spin asymmetry (SSA)
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4 : 2-body DOUBLY POLARIZED cross sections for (D)DVCS
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polarized electron, polarized target
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5 : DIFFERENTIAL CROSS SECTION for DVCS as function of Q2
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6 : DIFFERENTIAL CROSS SECTION for DVCS as function of t
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11 : parton distributions
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12 : GPDs
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13 : sum rules and positivity tests
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14 : form factors from GPDs and WACS
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15 : accuracy test of integrals for twist-2 amplitude
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16 : accuracy test of integrals for twist-3 amplitude
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17 : integration of BH over bin size
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18 : fit of kinematics
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19 : phase space for (TCS and DVCS) and DDVCS
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20 : 3-body DOUBLY POLARIZED cross sections for DDVCS
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polarized electron, polarized target
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21 : 2-body DIFFERENTIAL CROSS SECTION for Rho as function of Q2 or theta_lab
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22 : Timelike Compton scattering
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30 : WACS
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40 : Fit of DVCS data
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50 : Transverse densities
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60 : Resolutions
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Make a choice for the MECHANISM :
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1 : Bethe-Heitler contribution
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2 : DVCS contribution
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3 : Bethe-Heitler + DVCS contribution
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4 : rho contribution
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5 : DVCS + rho contribution
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6 : Bethe-Heitler + DVCS + rho contribution
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7 : Bethe-Heitler + rho contribution
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Choice to calculate on proton or on neutron (default = 1)
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1 = proton
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2 = neutron
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Choose model for GPD
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1 : xi INdependent parametrization with MRS S_o distribution
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2 : xi INdependent parametrization with MRS D_o distribution
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3 : xi INdependent parametrization with MRS S_o distribution
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4 : xi INdependent parametrization with MRS95G distribution
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5 : xi INdependent parametrization with MRST98 distribution
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6 : xi INdependent parametrization with MRST98 distribution at mu^2 = 1 GeV^2
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7 : xi INdependent parametrization with MRST98 distribution (upper gluon, k_perp_av = 0 GeV) at mu^2 = 1 GeV^2
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8 : xi INdependent parametrization with CTEQ4L distribution
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9 : xi INdependent parametrization with CTEQ4M distribution
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10 : xi INdependent parametrization with CTEQ5M distribution
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11 : xi INdependent parametrization with GRV98 NLO(MSbar) distribution
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12 : xi INdependent parametrization with GRV98 NLO(DIS) distribution
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13 : xi INdependent parametrization with GRV98 LO distribution
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14 : xi INdependent parametrization with MRST01 NLO distribution
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15 : xi INdependent parametrization with MRST02 NNLO distribution at mu^2 = 1 GeV^2
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16 : xi INdependent parametrization with MRST02 NNLO distribution
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17 : xi INdependent parametrization with CTEQ6M distribution
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21 : xi dependent parametrization with MRS S_o distribution
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22 : xi dependent parametrization with MRS D_o distribution
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24 : xi dependent parametrization with MRS95G distribution
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25 : xi dependent parametrization with MRST98 distribution
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26 : xi dependent parametrization with MRST98 distribution at mu^2 = 1 GeV^2
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27 : xi dependent parametrization with MRST98 distribution (upper gluon, k_perp_av = 0 GeV) at mu^2 = 1 GeV^2
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28 : xi dependent parametrization with CTEQ4L distribution
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29 : xi dependent parametrization with CTEQ4M distribution
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30 : xi dependent parametrization with CTEQ5M distribution
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31 : xi dependent parametrization with GRV98 NLO(MSbar) distribution
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32 : xi dependent parametrization with GRV98 NLO(DIS) distribution
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33 : xi dependent parametrization with GRV98 LO distribution
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34 : xi dependent parametrization with MRST01 NLO distribution
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35 : xi dependent parametrization with MRST02 NNLO distribution at mu^2 = 1 GeV^2
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36 : xi dependent parametrization with MRST02 NNLO distribution
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37 : xi dependent parametrization with CTEQ6M distribution
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41 : k_perp dependence with MRS S_o distribution
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42 : k_perp dependence with MRS D_o distribution
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44 : k_perp dependence with MRS95G distribution
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45 : k_perp dependence with MRST98 distribution
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46 : k_perp dependence with MRST98 distribution at mu^2 = 1 GeV^2
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47 : k_perp dependence with MRST98 distribution (upper gluon, k_erp_av = 0 GeV) at mu^2 = 1 GeV^2
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48 : k_perp dependence with CTEQ4L distribution
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49 : k_perp dependence with CTEQ4M distribution
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50 : k_perp dependence with CTEQ5M distribution
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54 : k_perp dependence with MRST01 NLO distribution
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55 : k_perp dependence with MRST02 NNLO distribution at mu^2 = 1 GeV^2
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56 : k_perp dependence with MRST02 NNLO distribution
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57 : k_perp dependence with CTEQ6M distribution
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Give the value for the power b in the profile function for the valence contribution to H (e.g. 1.)
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Give the value for the power b in the profile function for the sea contribution to H (e.g. 1.)
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Choose the model for the t-dependence of the GPD H
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1 = Factorized model for the t-dependence
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2 = Regge inspired ansatz for the t-dependence
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3 = Experimental exponential input by user
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4 = Experimental exponential fit (fit of all data)
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5 = Experimental exponential fit (fit of subrange -by Mick-)
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6 = Hybrid model (FF vor val and Regge for sea)
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7 = Diehl et al. model (t-dep in DDs)
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8 = R2 Regge ansatz model (t-dep in DDs)
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9 = Diehl et al. model (t-dep out of DDs)
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10 = R2 Regge ansatz model (t-dep out of DDs)
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Enter slope alphap (GeV-2)
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Do you want to evaluate the D-term contribution to the GPD H?
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1 = Yes
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2 = No
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Do you want to evaluate the GPD E?
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1 = only D-term contribution
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2 = double distribution contribution + D-term contribution
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3 = No, E = 0
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Do you want to evaluate the pi0 pole contribution (i.e. SPD Etilde)?
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1 = Yes
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2 = No
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Do you want to include twist-3 corrections ?
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1: Do not include twist-3 corrections for L photon,
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but include the minimal corrections to restore gauge invariance for T photon
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2: Include twist-3 corrections for L photon in Wandzura-Wilczek approximation
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Give the polarization of the target proton
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1 : proton polarized along x-axis
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2 : proton polarized along y-axis (perpendicular to lepton plane)
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3 : proton polarized along z-axis (along the virtual photon direction)
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Calculation for what LEPTON charge ?
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1 : negatively charged lepton (JLab)
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Give the value of beam energy in GeV (e.g. 27.)
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As a function of :
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1 : Q^2
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2 : x_B
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3 : scattering angle (or -t)
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4 : Phi_LH
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5 : Qprime^2
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6 : decay angles
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Give the value of Q^2 in GeV^2 (e.g. 5.0)
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Give the value of x_B (e.g. 0.3)
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Give the value of Qprime^2 in GeV^2 (e.g. 2.0)
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Decay angles
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0 : Fixed values of c.m. decay angles
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1 : Integration over the 2 angles
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Theta_cm integration between 0 and PI (0) or between PI/4 and 3PI/4 (1) or user cut (3) ?
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ANTI-symmetrisation or not ?
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1 : yes
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2 : no
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Cross section in lab or invariant ?
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1 : in lab
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2 : invariant
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Calculate only im.part (1), only real part (2) or both (3) ?
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As a function of t or theta ?
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1 : t
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2 : theta
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Give the first -t to calculate (e.g. .1)
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Give the last -t to calculate (e.g. 10.)
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Give the step in -t to calculate (e.g. 1.)
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Give the out-of-plane angle (in deg) (e.g. 120.)
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0.000000e+00 1.000000e-02 nan nan
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cos(theta) = 0.999790 , ga_en_out = 9.711111 GeV, ga_mom_out = 9.638759 GeV, theta_lab = 1.174746 deg
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2.050319e-02 1.100000e-01 1.891783e-06 5.596789e-17
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cos(theta) = 0.999383 , ga_en_out = 9.657822 GeV, ga_mom_out = 9.585068 GeV, theta_lab = 2.013469 deg
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3.514166e-02 2.100000e-01 8.921187e-07 1.780241e-16
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cos(theta) = 0.998971 , ga_en_out = 9.604532 GeV, ga_mom_out = 9.531371 GeV, theta_lab = 2.599129 deg
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4.536335e-02 3.100000e-01 4.248508e-07 3.115185e-17
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cos(theta) = 0.998556 , ga_en_out = 9.551243 GeV, ga_mom_out = 9.477671 GeV, theta_lab = 3.079723 deg
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5.375131e-02 4.100000e-01 2.033915e-07 -3.253550e-17
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cos(theta) = 0.998136 , ga_en_out = 9.497953 GeV, ga_mom_out = 9.423965 GeV, theta_lab = 3.498879 deg
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6.106696e-02 5.100000e-01 9.734270e-08 0.000000e+00
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cos(theta) = 0.997712 , ga_en_out = 9.444664 GeV, ga_mom_out = 9.370255 GeV, theta_lab = 3.876635 deg
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6.766004e-02 6.100000e-01 4.627972e-08 0.000000e+00
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cos(theta) = 0.997284 , ga_en_out = 9.391375 GeV, ga_mom_out = 9.316540 GeV, theta_lab = 4.224164 deg
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7.372558e-02 7.100000e-01 2.168795e-08 0.000000e+00
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cos(theta) = 0.996851 , ga_en_out = 9.338085 GeV, ga_mom_out = 9.262820 GeV, theta_lab = 4.548452 deg
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7.938546e-02 8.100000e-01 9.915066e-09 -4.171332e-17
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cos(theta) = 0.996413 , ga_en_out = 9.284796 GeV, ga_mom_out = 9.209095 GeV, theta_lab = 4.854206 deg
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8.472188e-02 9.100000e-01 4.356159e-09 -4.747190e-17
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cos(theta) = 0.995971 , ga_en_out = 9.231506 GeV, ga_mom_out = 9.155365 GeV, theta_lab = 5.144778 deg
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8.979332e-02 1.010000e+00 1.795639e-09 0.000000e+00
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cos(theta) = 0.995525 , ga_en_out = 9.178217 GeV, ga_mom_out = 9.101630 GeV, theta_lab = 5.422655 deg
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9.464318e-02 1.110000e+00 6.650238e-10 -7.773976e-17
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cos(theta) = 0.995073 , ga_en_out = 9.124927 GeV, ga_mom_out = 9.047889 GeV, theta_lab = 5.689740 deg
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9.930469e-02 1.210000e+00 2.016206e-10 -3.205202e-17
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cos(theta) = 0.994617 , ga_en_out = 9.071638 GeV, ga_mom_out = 8.994143 GeV, theta_lab = 5.947530 deg
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1.038040e-01 1.310000e+00 3.803139e-11 0.000000e+00
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cos(theta) = 0.994156 , ga_en_out = 9.018348 GeV, ga_mom_out = 8.940392 GeV, theta_lab = 6.197227 deg
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1.081620e-01 1.410000e+00 4.451147e-13 1.134249e-16
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cos(theta) = 0.993690 , ga_en_out = 8.965059 GeV, ga_mom_out = 8.886635 GeV, theta_lab = 6.439813 deg
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1.123959e-01 1.510000e+00 9.181520e-12 0.000000e+00
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cos(theta) = 0.993219 , ga_en_out = 8.911770 GeV, ga_mom_out = 8.832873 GeV, theta_lab = 6.676105 deg
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1.165200e-01 1.610000e+00 2.967123e-11 5.444961e-17
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cos(theta) = 0.992743 , ga_en_out = 8.858480 GeV, ga_mom_out = 8.779104 GeV, theta_lab = 6.906788 deg
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1.205462e-01 1.710000e+00 4.841967e-11 0.000000e+00
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cos(theta) = 0.992262 , ga_en_out = 8.805191 GeV, ga_mom_out = 8.725330 GeV, theta_lab = 7.132447 deg
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1.244847e-01 1.810000e+00 6.135448e-11 0.000000e+00
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cos(theta) = 0.991775 , ga_en_out = 8.751901 GeV, ga_mom_out = 8.671550 GeV, theta_lab = 7.353583 deg
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1.283442e-01 1.910000e+00 6.829013e-11 -4.731539e-17

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