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Match convention with ClassPotentialSM.cpp #163

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Aug 2, 2024
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Match convention with ClassPotentialSM.cpp #163

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e8be75a
match convention with ClassPotentialSM.cpp
Jul 31, 2024
ecd1f57
Add doxygen documentation for SM
Aug 1, 2024
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41 changes: 39 additions & 2 deletions include/BSMPT/models/ClassPotentialSM.h
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Original file line number Diff line number Diff line change
Expand Up @@ -20,9 +20,46 @@ namespace Models

/**
* @brief The Class_SM class
* Implementation of the SM
* Implementation of the Standard Model
*
*
* * \f$ -L_S = muSq \Phi^\dagger \Phi + lambda (\Phi^\dagger \Phi)^2 \f$
* * \f$ -L_Y = \overline{U}_L V \text{diag}(y_d,y_s,y_b) D_R \Phi^+ +
* \overline{D}_L \text{diag}(y_d,y_s,y_b) D_R \Phi^0 + \overline{U}_L
* \text{diag}(y_u, y_c, y_t) U_R (\Phi^0)^\ast - \overline{D}_L V^\dagger
* \text{diag}(y_u, y_c, y_t) U_R \Phi^- + \overline{E}_L \text{diag}(y_e,
* y_\mu, y_\tau) E_R \Phi^0 +\overline{\nu}_L \text{diag}(y_e, y_\mu, y_\tau)
* E_R \Phi^+ + c.c. \f$
* * \f$ L_G = (D_\mu \Phi)^\dagger (D^\mu \Phi) \f$
*
* with
*
* * \f$ \Phi = \begin{pmatrix} \Phi^+ \\ \Phi^0 \end{pmatrix} =
* 1/\sqrt{2} \begin{pmatrix} higgsbase[0] + I*higgsbase[1] \\ higgsbase[2] + I
* *higgsbase[3] \end{pmatrix}\,, \f$
* * \f$ D_\mu = -I C\_{}g/2 * W_\mu^a \sigma^a -I C\_{}gs/2 B_\mu =
* -\frac{I}{2} \begin{pmatrix} C\_{}gs B + C\_{}g W3 & C\_{}g (W1 -I W2) \\
* C\_{}g (W1 +I W2) & C\_{}gs B - C\_{}g W3 \end{pmatrix} \f$ with the gauge
* base = [W1,W2,W3,B]
*
* * \f$ \overline{U}_L = \begin{pmatrix} \overline{u}_L & \overline{c}_L &
* \overline{t}_L \end{pmatrix}\,, \f$
* * \f$ U_R = \begin{pmatrix} u_R \\ c_R \\ t_R \end{pmatrix}\,, \f$
* * \f$ \overline{D}_L = \begin{pmatrix} \overline{d}_L & \overline{s}_L &
* \overline{b}_L \end{pmatrix}\,, \f$
* * \f$ D_R = \begin{pmatrix} d_R \\ s_R \\ b_R \end{pmatrix}\,, \f$
* * \f$ \overline{E}_L = \begin{pmatrix} \overline{e}_L & \overline{\mu}_L &
* \overline{\tau}_L \end{pmatrix}\,, \f$
* * \f$ E_R = \begin{pmatrix} e_R \\ \mu_R \\ \tau_R \end{pmatrix}\,, \f$
* * \f$ \overline{\nu}_L = \begin{pmatrix} \overline{\nu}_{e,L} &
* \overline{\nu}_{\mu,L} & \overline{\nu}_{\tau,L} \end{pmatrix} \f$
*
* The basis of the quarks given by \f$ [u_R, c_R, t_R, d_R, s_R, b_R,
* \overline{u}_L, \overline{c}_L, \overline{t}_L, \overline{d}_L,
* \overline{s}_L, \overline{b}_L ] \f$ and for the leptons \f$ [\overline{e}_L,
* e_R, \overline{\mu}_L , \mu_R, \overline{\tau}_L, \tau_R,
* \overline{\nu}_{e,L}, \overline{\nu}_{\mu,L}, \overline{\nu}_{\tau,L} ] \f$
*/

class Class_SM : public Class_Potential_Origin
{
public:
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20 changes: 7 additions & 13 deletions tools/ModelGeneration/sympy/SM.py
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Expand Up @@ -31,12 +31,12 @@
VCKM = Matrix([[Vud,Vus,Vub],[Vcd,Vcs,Vcb],[Vtd,Vts,Vtb]])

#parameters
msq, la = symbols('msq lambda', real=True)
params=[msq,la]
muSq, lamb = symbols('muSq lambda', real=True)
params=[muSq,lamb]

#CT params
dmsq, dla = symbols('dmsq dlambda', real=True)
dparams=[dmsq,dla]
dmuSq, dlamb = symbols('dmuSq dlambda', real=True)
dparams=[dmuSq,dlamb]

#VEVs
v = symbols('v', real=True)
Expand All @@ -55,12 +55,11 @@
fieldsZero = [(x,0) for x in Higgsfields]

phiSq = simplify((Dagger(phi)*phi)[0])
VHiggs = msq/2 * phiSq + la/factorial(4) * phiSq**2
VHiggs = muSq * phiSq + lamb * phiSq**2

# Set Gauge fields
W1, W2, W3, B0 = symbols('W1 W2 W3 B0',real=True)


Dmu = -I*Cg/2 * (sigma1*W1 + sigma2 * W2 + sigma3*W3) -I*Cgs/2 * sigma0 * B0
VGauge = simplify(Dagger(Dmu*phi)*(Dmu*phi))[0,0]

Expand All @@ -85,14 +84,14 @@
VFLep += (EL[i] * PiLep[i,j] * ER[j])*phi[1]

VFLep = simplify(VFLep)
LepBase = NuL + ER + EL
LepBase = symbols('eL eR muL muR tauL tauR veL vmuL vtauL', real=True)

# Generate Quark Potentials
UL = symbols('uL cL tL', real=True)
DL = symbols('dL sL bL', real=True)
UR = symbols('uR cR tR', real=True)
DR = symbols('dR sR bR', real=True)
QuarkBase = UL + DL + UR + DR
QuarkBase = UR + DR + UL + DL

yb = sqrt(2)*m_bottom/v
yc = sqrt(2)*m_charm/v
Expand All @@ -116,18 +115,13 @@
VQuark = simplify(VQuark[0,0])



# Generate the model
toyModel = ModelGenerator.ModelGenerator(params,dparams,CTTadpoles,Higgsfields,VHiggs,zeroTempVEV,finiteTempVEV)
toyModel.setGauge([W1,W2,W3,B0],VGauge)
toyModel.setLepton(LepBase, VFLep)
toyModel.setQuark(QuarkBase, VQuark)






parser = argparse.ArgumentParser()
parser.add_argument('-s','--show',choices=['ct','tensor','treeSimpl','CTSimpl'],required=True,help='The part of the model to be printed')

Expand Down