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MSSMNoFV_onshell_mass_eigenstates.cpp
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MSSMNoFV_onshell_mass_eigenstates.cpp
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// ====================================================================
// This file is part of GM2Calc.
//
// GM2Calc is free software: you can redistribute it and/or modify
// it under the terms of the GNU General Public License as published
// by the Free Software Foundation, either version 3 of the License,
// or (at your option) any later version.
//
// GM2Calc is distributed in the hope that it will be useful, but
// WITHOUT ANY WARRANTY; without even the implied warranty of
// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
// General Public License for more details.
//
// You should have received a copy of the GNU General Public License
// along with GM2Calc. If not, see
// <http://www.gnu.org/licenses/>.
// ====================================================================
/**
* @file MSSMNoFV_onshell_mass_eigenstates.cpp
* @brief implementation of the MSSMNoFV_onshell model class
*
* Contains the definition of the MSSMNoFV_onshell model class methods
* which solve EWSB and calculate pole masses and mixings from DRbar
* parameters.
*
* This file was generated at Wed 22 Jul 2015 18:14:31 with FlexibleSUSY
* 1.2.1 (git commit: v1.2.1-49-gfc4c300) and SARAH 4.5.8 .
*/
#include "MSSMNoFV_onshell_mass_eigenstates.hpp"
#include "eigen_utils.hpp"
#include "linalg2.hpp"
#include "numerics2.hpp"
#include "ffunctions.hpp"
#include <cmath>
#include <iostream>
#include <algorithm>
namespace {
template <typename Derived>
void Symmetrize(Eigen::MatrixBase<Derived>& m)
{
static_assert(Eigen::MatrixBase<Derived>::RowsAtCompileTime ==
Eigen::MatrixBase<Derived>::ColsAtCompileTime,
"Symmetrize is only defined for squared matrices");
for (int i = 0; i < Eigen::MatrixBase<Derived>::RowsAtCompileTime; i++)
for (int k = 0; k < i; k++)
m(i,k) = m(k,i);
}
template <typename Derived>
void Hermitianize(Eigen::MatrixBase<Derived>& m)
{
static_assert(Eigen::MatrixBase<Derived>::RowsAtCompileTime ==
Eigen::MatrixBase<Derived>::ColsAtCompileTime,
"Hermitianize is only defined for squared matrices");
for (int i = 0; i < Eigen::MatrixBase<Derived>::RowsAtCompileTime; i++)
for (int k = 0; k < i; k++)
m(i,k) = std::conj(m(k,i));
}
} // anonymous namespace
namespace gm2calc {
using namespace flexiblesusy;
#define CLASSNAME MSSMNoFV_onshell_mass_eigenstates
#define PHYSICAL(parameter) physical.parameter
#define MODELPARAMETER(parameter) model->get_##parameter()
CLASSNAME::MSSMNoFV_onshell_mass_eigenstates()
: MSSMNoFV_onshell_soft_parameters()
, force_output(false)
, precision(1.0e-3)
, physical()
, problems()
, MVG(0), MGlu(0), MVP(0), MVZ(0), MFd(0), MFs(0), MFb(0), MFu(0), MFc(0),
MFt(0), MFve(0), MFvm(0), MFvt(0), MFe(0), MFm(0), MFtau(0), MSveL(0), MSvmL
(0), MSvtL(0), MSd(Eigen::Array<double,2,1>::Zero()), MSu(Eigen::Array<
double,2,1>::Zero()), MSe(Eigen::Array<double,2,1>::Zero()), MSm(
Eigen::Array<double,2,1>::Zero()), MStau(Eigen::Array<double,2,1>::Zero()),
MSs(Eigen::Array<double,2,1>::Zero()), MSc(Eigen::Array<double,2,1>::Zero())
, MSb(Eigen::Array<double,2,1>::Zero()), MSt(Eigen::Array<double,2,1>::Zero(
)), Mhh(Eigen::Array<double,2,1>::Zero()), MAh(Eigen::Array<double,2,1>
::Zero()), MHpm(Eigen::Array<double,2,1>::Zero()), MChi(Eigen::Array<double,
4,1>::Zero()), MCha(Eigen::Array<double,2,1>::Zero()), MVWm(0)
, ZD(Eigen::Matrix<double,2,2>::Zero()), ZU(Eigen::Matrix<double,2,2>::Zero(
)), ZE(Eigen::Matrix<double,2,2>::Zero()), ZM(Eigen::Matrix<double,2,2>
::Zero()), ZTau(Eigen::Matrix<double,2,2>::Zero()), ZS(Eigen::Matrix<double,
2,2>::Zero()), ZC(Eigen::Matrix<double,2,2>::Zero()), ZB(Eigen::Matrix<
double,2,2>::Zero()), ZT(Eigen::Matrix<double,2,2>::Zero()), ZH(
Eigen::Matrix<double,2,2>::Zero()), ZA(Eigen::Matrix<double,2,2>::Zero()),
ZP(Eigen::Matrix<double,2,2>::Zero()), ZN(Eigen::Matrix<std::complex<double>
,4,4>::Zero()), UM(Eigen::Matrix<std::complex<double>,2,2>::Zero()), UP(
Eigen::Matrix<std::complex<double>,2,2>::Zero())
, PhaseGlu(1,0)
{
}
CLASSNAME::~MSSMNoFV_onshell_mass_eigenstates()
{
}
void CLASSNAME::do_force_output(bool flag)
{
force_output = flag;
}
bool CLASSNAME::do_force_output() const
{
return force_output;
}
const MSSMNoFV_onshell_physical& CLASSNAME::get_physical() const
{
return physical;
}
MSSMNoFV_onshell_physical& CLASSNAME::get_physical()
{
return physical;
}
void CLASSNAME::set_physical(const MSSMNoFV_onshell_physical& physical_)
{
physical = physical_;
}
const MSSMNoFV_onshell_problems& CLASSNAME::get_problems() const
{
return problems;
}
MSSMNoFV_onshell_problems& CLASSNAME::get_problems()
{
return problems;
}
int CLASSNAME::solve_ewsb_tree_level()
{
return solve_ewsb_tree_level_via_soft_higgs_masses();
}
int CLASSNAME::solve_ewsb_tree_level_via_soft_higgs_masses()
{
int error = 0;
const double new_mHd2 = (0.025*(-40*vd*sqr(Mu) + 20*vu*BMu + 20*vu*
BMu - 3*std::pow(vd,3)*sqr(g1) - 5*std::pow(vd,3)*sqr(g2) + 3*vd*sqr(g1)*sqr
(vu) + 5*vd*sqr(g2)*sqr(vu)))/vd;
const double new_mHu2 = (0.025*(-40*vu*sqr(Mu) + 20*vd*BMu + 20*vd*
BMu - 3*std::pow(vu,3)*sqr(g1) - 5*std::pow(vu,3)*sqr(g2) + 3*vu*sqr(g1)*sqr
(vd) + 5*vu*sqr(g2)*sqr(vd)))/vu;
if (std::isfinite(new_mHd2))
mHd2 = new_mHd2;
else
error = 1;
if (std::isfinite(new_mHu2))
mHu2 = new_mHu2;
else
error = 1;
return error;
}
int CLASSNAME::solve_ewsb()
{
return solve_ewsb_tree_level();
}
void CLASSNAME::print(std::ostream& ostr) const
{
ostr << "========================================\n"
"MSSMNoFV_onshell\n"
"========================================\n";
MSSMNoFV_onshell_soft_parameters::print(ostr);
ostr << "----------------------------------------\n"
"tree-level DRbar masses:\n"
"----------------------------------------\n";
ostr << "MVG = " << MVG << '\n';
ostr << "MGlu = " << MGlu << '\n';
ostr << "MVP = " << MVP << '\n';
ostr << "MVZ = " << MVZ << '\n';
ostr << "MFd = " << MFd << '\n';
ostr << "MFs = " << MFs << '\n';
ostr << "MFb = " << MFb << '\n';
ostr << "MFu = " << MFu << '\n';
ostr << "MFc = " << MFc << '\n';
ostr << "MFt = " << MFt << '\n';
ostr << "MFve = " << MFve << '\n';
ostr << "MFvm = " << MFvm << '\n';
ostr << "MFvt = " << MFvt << '\n';
ostr << "MFe = " << MFe << '\n';
ostr << "MFm = " << MFm << '\n';
ostr << "MFtau = " << MFtau << '\n';
ostr << "MSveL = " << MSveL << '\n';
ostr << "MSvmL = " << MSvmL << '\n';
ostr << "MSvtL = " << MSvtL << '\n';
ostr << "MSd = " << MSd.transpose() << '\n';
ostr << "MSu = " << MSu.transpose() << '\n';
ostr << "MSe = " << MSe.transpose() << '\n';
ostr << "MSm = " << MSm.transpose() << '\n';
ostr << "MStau = " << MStau.transpose() << '\n';
ostr << "MSs = " << MSs.transpose() << '\n';
ostr << "MSc = " << MSc.transpose() << '\n';
ostr << "MSb = " << MSb.transpose() << '\n';
ostr << "MSt = " << MSt.transpose() << '\n';
ostr << "Mhh = " << Mhh.transpose() << '\n';
ostr << "MAh = " << MAh.transpose() << '\n';
ostr << "MHpm = " << MHpm.transpose() << '\n';
ostr << "MChi = " << MChi.transpose() << '\n';
ostr << "MCha = " << MCha.transpose() << '\n';
ostr << "MVWm = " << MVWm << '\n';
ostr << "----------------------------------------\n"
"tree-level DRbar mixing matrices:\n"
"----------------------------------------\n";
ostr << "ZD = " << ZD << '\n';
ostr << "ZU = " << ZU << '\n';
ostr << "ZE = " << ZE << '\n';
ostr << "ZM = " << ZM << '\n';
ostr << "ZTau = " << ZTau << '\n';
ostr << "ZS = " << ZS << '\n';
ostr << "ZC = " << ZC << '\n';
ostr << "ZB = " << ZB << '\n';
ostr << "ZT = " << ZT << '\n';
ostr << "ZH = " << ZH << '\n';
ostr << "ZA = " << ZA << '\n';
ostr << "ZP = " << ZP << '\n';
ostr << "ZN = " << ZN << '\n';
ostr << "UM = " << UM << '\n';
ostr << "UP = " << UP << '\n';
physical.print(ostr);
problems.print(ostr);
}
/**
* routine which finds the DRbar mass eigenstates and mixings.
*/
void CLASSNAME::calculate_DRbar_masses()
{
const auto old_mHd2 = mHd2;
const auto old_mHu2 = mHu2;
solve_ewsb_tree_level_via_soft_higgs_masses();
calculate_MVG();
calculate_MVP();
calculate_MVZ();
calculate_MVWm();
calculate_MGlu();
calculate_MFd();
calculate_MFs();
calculate_MFb();
calculate_MFu();
calculate_MFc();
calculate_MFt();
calculate_MFve();
calculate_MFvm();
calculate_MFvt();
calculate_MFe();
calculate_MFm();
calculate_MFtau();
calculate_MSveL();
calculate_MSvmL();
calculate_MSvtL();
calculate_MSd();
calculate_MSu();
calculate_MSe();
calculate_MSm();
calculate_MStau();
calculate_MSs();
calculate_MSc();
calculate_MSb();
calculate_MSt();
calculate_Mhh();
calculate_MAh();
calculate_MHpm();
calculate_MChi();
calculate_MCha();
mHd2 = old_mHd2;
mHu2 = old_mHu2;
}
void CLASSNAME::copy_DRbar_masses_to_pole_masses()
{
PHYSICAL(MVG) = MVG;
PHYSICAL(MGlu) = MGlu;
PHYSICAL(MVP) = MVP;
PHYSICAL(MVZ) = MVZ;
PHYSICAL(MFd) = MFd;
PHYSICAL(MFs) = MFs;
PHYSICAL(MFb) = MFb;
PHYSICAL(MFu) = MFu;
PHYSICAL(MFc) = MFc;
PHYSICAL(MFt) = MFt;
PHYSICAL(MFve) = MFve;
PHYSICAL(MFvm) = MFvm;
PHYSICAL(MFvt) = MFvt;
PHYSICAL(MFe) = MFe;
PHYSICAL(MFm) = MFm;
PHYSICAL(MFtau) = MFtau;
PHYSICAL(MSveL) = MSveL;
PHYSICAL(MSvmL) = MSvmL;
PHYSICAL(MSvtL) = MSvtL;
PHYSICAL(MSd) = MSd;
PHYSICAL(ZD) = ZD;
PHYSICAL(MSu) = MSu;
PHYSICAL(ZU) = ZU;
PHYSICAL(MSe) = MSe;
PHYSICAL(ZE) = ZE;
PHYSICAL(MSm) = MSm;
PHYSICAL(ZM) = ZM;
PHYSICAL(MStau) = MStau;
PHYSICAL(ZTau) = ZTau;
PHYSICAL(MSs) = MSs;
PHYSICAL(ZS) = ZS;
PHYSICAL(MSc) = MSc;
PHYSICAL(ZC) = ZC;
PHYSICAL(MSb) = MSb;
PHYSICAL(ZB) = ZB;
PHYSICAL(MSt) = MSt;
PHYSICAL(ZT) = ZT;
PHYSICAL(Mhh) = Mhh;
PHYSICAL(ZH) = ZH;
PHYSICAL(MAh) = MAh;
PHYSICAL(ZA) = ZA;
PHYSICAL(MHpm) = MHpm;
PHYSICAL(ZP) = ZP;
PHYSICAL(MChi) = MChi;
PHYSICAL(ZN) = ZN;
PHYSICAL(MCha) = MCha;
PHYSICAL(UM) = UM;
PHYSICAL(UP) = UP;
PHYSICAL(MVWm) = MVWm;
}
/**
* reorders DRbar masses so that golstones are placed at the index
* specified in the model files definition of the associated
* gauge boson (see Z-boson definition in default particles.m file
* in the Models directory of your SARAH distribution for example)
*/
void CLASSNAME::reorder_DRbar_masses()
{
move_goldstone_to(0, MVZ, MAh, ZA);
move_goldstone_to(0, MVWm, MHpm, ZP);
}
/**
* reorders pole masses so that golstones are placed at the index
* specified in the model files definition of the associated
* gauge boson (see Z-boson definition in default particles.m file
* in the Models directory of your SARAH distribution for example)
*/
void CLASSNAME::reorder_pole_masses()
{
move_goldstone_to(0, MVZ, PHYSICAL(MAh), PHYSICAL(ZA));
move_goldstone_to(0, MVWm, PHYSICAL(MHpm), PHYSICAL(ZP));
}
void CLASSNAME::clear_DRbar_parameters()
{
MVG = 0.;
MGlu = 0.;
MVP = 0.;
MVZ = 0.;
MFd = 0.;
MFs = 0.;
MFb = 0.;
MFu = 0.;
MFc = 0.;
MFt = 0.;
MFve = 0.;
MFvm = 0.;
MFvt = 0.;
MFe = 0.;
MFm = 0.;
MFtau = 0.;
MSveL = 0.;
MSvmL = 0.;
MSvtL = 0.;
MSd = Eigen::Matrix<double,2,1>::Zero();
ZD = Eigen::Matrix<double,2,2>::Zero();
MSu = Eigen::Matrix<double,2,1>::Zero();
ZU = Eigen::Matrix<double,2,2>::Zero();
MSe = Eigen::Matrix<double,2,1>::Zero();
ZE = Eigen::Matrix<double,2,2>::Zero();
MSm = Eigen::Matrix<double,2,1>::Zero();
ZM = Eigen::Matrix<double,2,2>::Zero();
MStau = Eigen::Matrix<double,2,1>::Zero();
ZTau = Eigen::Matrix<double,2,2>::Zero();
MSs = Eigen::Matrix<double,2,1>::Zero();
ZS = Eigen::Matrix<double,2,2>::Zero();
MSc = Eigen::Matrix<double,2,1>::Zero();
ZC = Eigen::Matrix<double,2,2>::Zero();
MSb = Eigen::Matrix<double,2,1>::Zero();
ZB = Eigen::Matrix<double,2,2>::Zero();
MSt = Eigen::Matrix<double,2,1>::Zero();
ZT = Eigen::Matrix<double,2,2>::Zero();
Mhh = Eigen::Matrix<double,2,1>::Zero();
ZH = Eigen::Matrix<double,2,2>::Zero();
MAh = Eigen::Matrix<double,2,1>::Zero();
ZA = Eigen::Matrix<double,2,2>::Zero();
MHpm = Eigen::Matrix<double,2,1>::Zero();
ZP = Eigen::Matrix<double,2,2>::Zero();
MChi = Eigen::Matrix<double,4,1>::Zero();
ZN = Eigen::Matrix<std::complex<double>,4,4>::Zero();
MCha = Eigen::Matrix<double,2,1>::Zero();
UM = Eigen::Matrix<std::complex<double>,2,2>::Zero();
UP = Eigen::Matrix<std::complex<double>,2,2>::Zero();
MVWm = 0.;
PhaseGlu = std::complex<double>(1.,0.);
}
void CLASSNAME::clear()
{
MSSMNoFV_onshell_soft_parameters::clear();
clear_DRbar_parameters();
physical.clear();
problems.clear();
}
std::string CLASSNAME::name() const
{
return "MSSMNoFV_onshell";
}
Eigen::Array<double,1,1> CLASSNAME::get_MChargedHiggs() const
{
Eigen::Array<double,1,1> MHpm_ChargedHiggs;
Eigen::Array<double,1,1> MHpm_goldstone;
MHpm_goldstone(0) = MVWm;
remove_if_equal(MHpm, MHpm_goldstone, MHpm_ChargedHiggs);
return MHpm_ChargedHiggs;
}
Eigen::Array<double,1,1> CLASSNAME::get_MPseudoscalarHiggs() const
{
Eigen::Array<double,1,1> MAh_PseudoscalarHiggs;
Eigen::Array<double,1,1> MAh_goldstone;
MAh_goldstone(0) = MVZ;
remove_if_equal(MAh, MAh_goldstone, MAh_PseudoscalarHiggs);
return MAh_PseudoscalarHiggs;
}
double CLASSNAME::get_mass_matrix_VG() const
{
return 0;
}
void CLASSNAME::calculate_MVG()
{
MVG = 0;
}
double CLASSNAME::get_mass_matrix_Glu() const
{
return MassG;
}
void CLASSNAME::calculate_MGlu()
{
const auto mass_matrix_Glu = get_mass_matrix_Glu();
PhaseGlu = std::polar(1., 0.5 * std::arg(std::complex<double>(mass_matrix_Glu)));
MGlu = std::abs(mass_matrix_Glu);
}
double CLASSNAME::get_mass_matrix_VP() const
{
return 0;
}
void CLASSNAME::calculate_MVP()
{
const auto mass_matrix_VP = get_mass_matrix_VP();
MVP = std::abs(mass_matrix_VP);
}
double CLASSNAME::get_mass_matrix_VZ() const
{
const double mass_matrix_VZ = 0.25*(sqr(vd) + sqr(vu))*sqr(g2*std::cos(
ThetaW()) + 0.7745966692414834*g1*std::sin(ThetaW()));
return mass_matrix_VZ;
}
void CLASSNAME::calculate_MVZ()
{
const auto mass_matrix_VZ = get_mass_matrix_VZ();
MVZ = std::abs(mass_matrix_VZ);
MVZ = std::sqrt(std::abs(MVZ));
}
double CLASSNAME::get_mass_matrix_Fd() const
{
const double mass_matrix_Fd = 0.7071067811865475*vd*Yd(0,0);
return mass_matrix_Fd;
}
void CLASSNAME::calculate_MFd()
{
const auto mass_matrix_Fd = get_mass_matrix_Fd();
MFd = std::abs(mass_matrix_Fd);
}
double CLASSNAME::get_mass_matrix_Fs() const
{
const double mass_matrix_Fs = 0.7071067811865475*vd*Yd(1,1);
return mass_matrix_Fs;
}
void CLASSNAME::calculate_MFs()
{
const auto mass_matrix_Fs = get_mass_matrix_Fs();
MFs = std::abs(mass_matrix_Fs);
}
double CLASSNAME::get_mass_matrix_Fb() const
{
const double mass_matrix_Fb = 0.7071067811865475*vd*Yd(2,2);
return mass_matrix_Fb;
}
void CLASSNAME::calculate_MFb()
{
const auto mass_matrix_Fb = get_mass_matrix_Fb();
MFb = std::abs(mass_matrix_Fb);
}
double CLASSNAME::get_mass_matrix_Fu() const
{
const double mass_matrix_Fu = 0.7071067811865475*vu*Yu(0,0);
return mass_matrix_Fu;
}
void CLASSNAME::calculate_MFu()
{
const auto mass_matrix_Fu = get_mass_matrix_Fu();
MFu = std::abs(mass_matrix_Fu);
}
double CLASSNAME::get_mass_matrix_Fc() const
{
const double mass_matrix_Fc = 0.7071067811865475*vu*Yu(1,1);
return mass_matrix_Fc;
}
void CLASSNAME::calculate_MFc()
{
const auto mass_matrix_Fc = get_mass_matrix_Fc();
MFc = std::abs(mass_matrix_Fc);
}
double CLASSNAME::get_mass_matrix_Ft() const
{
const double mass_matrix_Ft = 0.7071067811865475*vu*Yu(2,2);
return mass_matrix_Ft;
}
void CLASSNAME::calculate_MFt()
{
const auto mass_matrix_Ft = get_mass_matrix_Ft();
MFt = std::abs(mass_matrix_Ft);
}
double CLASSNAME::get_mass_matrix_Fve() const
{
return 0;
}
void CLASSNAME::calculate_MFve()
{
const auto mass_matrix_Fve = get_mass_matrix_Fve();
MFve = std::abs(mass_matrix_Fve);
}
double CLASSNAME::get_mass_matrix_Fvm() const
{
return 0;
}
void CLASSNAME::calculate_MFvm()
{
const auto mass_matrix_Fvm = get_mass_matrix_Fvm();
MFvm = std::abs(mass_matrix_Fvm);
}
double CLASSNAME::get_mass_matrix_Fvt() const
{
return 0;
}
void CLASSNAME::calculate_MFvt()
{
const auto mass_matrix_Fvt = get_mass_matrix_Fvt();
MFvt = std::abs(mass_matrix_Fvt);
}
double CLASSNAME::get_mass_matrix_Fe() const
{
const double mass_matrix_Fe = 0.7071067811865475*vd*Ye(0,0);
return mass_matrix_Fe;
}
void CLASSNAME::calculate_MFe()
{
const auto mass_matrix_Fe = get_mass_matrix_Fe();
MFe = std::abs(mass_matrix_Fe);
}
double CLASSNAME::get_mass_matrix_Fm() const
{
const double mass_matrix_Fm = 0.7071067811865475*vd*Ye(1,1);
return mass_matrix_Fm;
}
void CLASSNAME::calculate_MFm()
{
const auto mass_matrix_Fm = get_mass_matrix_Fm();
MFm = std::abs(mass_matrix_Fm);
}
double CLASSNAME::get_mass_matrix_Ftau() const
{
const double mass_matrix_Ftau = 0.7071067811865475*vd*Ye(2,2);
return mass_matrix_Ftau;
}
void CLASSNAME::calculate_MFtau()
{
const auto mass_matrix_Ftau = get_mass_matrix_Ftau();
MFtau = std::abs(mass_matrix_Ftau);
}
double CLASSNAME::get_mass_matrix_SveL() const
{
const double mass_matrix_SveL = 0.125*(8*ml2(0,0) - 0.6*sqr(g1)*(
-sqr(vd) + sqr(vu)) - sqr(g2)*(-sqr(vd) + sqr(vu)));
return mass_matrix_SveL;
}
void CLASSNAME::calculate_MSveL()
{
const auto mass_matrix_SveL = get_mass_matrix_SveL();
MSveL = std::abs(mass_matrix_SveL);
// if (MSveL < 0.)
// problems.flag_tachyon("SveL");
MSveL = std::sqrt(std::abs(MSveL));
}
double CLASSNAME::get_mass_matrix_SvmL() const
{
const double mass_matrix_SvmL = 0.125*(8*ml2(1,1) - 0.6*sqr(g1)*(
-sqr(vd) + sqr(vu)) - sqr(g2)*(-sqr(vd) + sqr(vu)));
return mass_matrix_SvmL;
}
void CLASSNAME::calculate_MSvmL()
{
const auto mass_matrix_SvmL = get_mass_matrix_SvmL();
MSvmL = std::abs(mass_matrix_SvmL);
if (MSvmL < 0.)
problems.flag_tachyon("SvmL");
MSvmL = std::sqrt(std::abs(MSvmL));
}
double CLASSNAME::get_mass_matrix_SvtL() const
{
const double mass_matrix_SvtL = 0.125*(8*ml2(2,2) - 0.6*sqr(g1)*(
-sqr(vd) + sqr(vu)) - sqr(g2)*(-sqr(vd) + sqr(vu)));
return mass_matrix_SvtL;
}
void CLASSNAME::calculate_MSvtL()
{
const auto mass_matrix_SvtL = get_mass_matrix_SvtL();
MSvtL = std::abs(mass_matrix_SvtL);
// if (MSvtL < 0.)
// problems.flag_tachyon("SvtL");
MSvtL = std::sqrt(std::abs(MSvtL));
}
Eigen::Matrix<double,2,2> CLASSNAME::get_mass_matrix_Sd() const
{
Eigen::Matrix<double,2,2> mass_matrix_Sd;
mass_matrix_Sd(0,0) = mq2(0,0) + 0.5*sqr(Yd(0,0))*sqr(vd) - 0.025*
sqr(g1)*sqr(vd) - 0.125*sqr(g2)*sqr(vd) + 0.025*sqr(g1)*sqr(vu) + 0.125*
sqr(g2)*sqr(vu);
mass_matrix_Sd(0,1) = 0.7071067811865475*vd*std::conj(TYd(0,0)) -
0.7071067811865475*vu*std::conj(Yd(0,0))*Mu;
mass_matrix_Sd(1,1) = md2(0,0) + 0.5*sqr(Yd(0,0))*sqr(vd) - 0.05*
sqr(g1)*sqr(vd) + 0.05*sqr(g1)*sqr(vu);
Hermitianize(mass_matrix_Sd);
return mass_matrix_Sd;
}
void CLASSNAME::calculate_MSd()
{
const auto mass_matrix_Sd(get_mass_matrix_Sd());
fs_diagonalize_hermitian(mass_matrix_Sd, MSd, ZD);
// if (MSd.minCoeff() < 0.)
// problems.flag_tachyon("Sd");
MSd = sqrt(MSd.cwiseAbs());
}
Eigen::Matrix<double,2,2> CLASSNAME::get_mass_matrix_Su() const
{
Eigen::Matrix<double,2,2> mass_matrix_Su;
mass_matrix_Su(0,0) = mq2(0,0) - 0.025*sqr(g1)*sqr(vd) + 0.125*sqr(g2)
*sqr(vd) + 0.5*sqr(Yu(0,0))*sqr(vu) + 0.025*sqr(g1)*sqr(vu) - 0.125*
sqr(g2)*sqr(vu);
mass_matrix_Su(0,1) = 0.7071067811865475*vu*std::conj(TYu(0,0)) -
0.7071067811865475*vd*std::conj(Yu(0,0))*Mu;
mass_matrix_Su(1,1) = mu2(0,0) + 0.1*sqr(g1)*sqr(vd) + 0.5*sqr(Yu(0
,0))*sqr(vu) - 0.1*sqr(g1)*sqr(vu);
Hermitianize(mass_matrix_Su);
return mass_matrix_Su;
}
void CLASSNAME::calculate_MSu()
{
const auto mass_matrix_Su(get_mass_matrix_Su());
fs_diagonalize_hermitian(mass_matrix_Su, MSu, ZU);
// if (MSu.minCoeff() < 0.)
// problems.flag_tachyon("Su");
MSu = sqrt(MSu.cwiseAbs());
}
Eigen::Matrix<double,2,2> CLASSNAME::get_mass_matrix_Se() const
{
Eigen::Matrix<double,2,2> mass_matrix_Se;
mass_matrix_Se(0,0) = ml2(0,0) + 0.5*sqr(Ye(0,0))*sqr(vd) + 0.075*
sqr(g1)*sqr(vd) - 0.125*sqr(g2)*sqr(vd) - 0.075*sqr(g1)*sqr(vu) + 0.125*
sqr(g2)*sqr(vu);
mass_matrix_Se(0,1) = 0.7071067811865475*vd*std::conj(TYe(0,0)) -
0.7071067811865475*vu*std::conj(Ye(0,0))*Mu;
mass_matrix_Se(1,1) = me2(0,0) + 0.5*sqr(Ye(0,0))*sqr(vd) - 0.15*
sqr(g1)*sqr(vd) + 0.15*sqr(g1)*sqr(vu);
Hermitianize(mass_matrix_Se);
return mass_matrix_Se;
}
void CLASSNAME::calculate_MSe()
{
const auto mass_matrix_Se(get_mass_matrix_Se());
fs_diagonalize_hermitian(mass_matrix_Se, MSe, ZE);
// if (MSe.minCoeff() < 0.)
// problems.flag_tachyon("Se");
MSe = sqrt(MSe.cwiseAbs());
}
Eigen::Matrix<double,2,2> CLASSNAME::get_mass_matrix_Sm() const
{
Eigen::Matrix<double,2,2> mass_matrix_Sm;
mass_matrix_Sm(0,0) = ml2(1,1) + 0.5*sqr(Ye(1,1))*sqr(vd) + 0.075*
sqr(g1)*sqr(vd) - 0.125*sqr(g2)*sqr(vd) - 0.075*sqr(g1)*sqr(vu) + 0.125*
sqr(g2)*sqr(vu);
mass_matrix_Sm(0,1) = 0.7071067811865475*vd*std::conj(TYe(1,1)) -
0.7071067811865475*vu*std::conj(Ye(1,1))*Mu;
mass_matrix_Sm(1,1) = me2(1,1) + 0.5*sqr(Ye(1,1))*sqr(vd) - 0.15*
sqr(g1)*sqr(vd) + 0.15*sqr(g1)*sqr(vu);
Hermitianize(mass_matrix_Sm);
return mass_matrix_Sm;
}
void CLASSNAME::calculate_MSm()
{
const auto mass_matrix_Sm(get_mass_matrix_Sm());
fs_diagonalize_hermitian(mass_matrix_Sm, MSm, ZM);
if (MSm.minCoeff() < 0.)
problems.flag_tachyon("Sm");
MSm = sqrt(MSm.cwiseAbs());
}
Eigen::Matrix<double,2,2> CLASSNAME::get_mass_matrix_Stau() const
{
Eigen::Matrix<double,2,2> mass_matrix_Stau;
mass_matrix_Stau(0,0) = ml2(2,2) + 0.5*sqr(Ye(2,2))*sqr(vd) + 0.075
*sqr(g1)*sqr(vd) - 0.125*sqr(g2)*sqr(vd) - 0.075*sqr(g1)*sqr(vu) + 0.125*
sqr(g2)*sqr(vu);
mass_matrix_Stau(0,1) = 0.7071067811865475*vd*std::conj(TYe(2,2)) -
0.7071067811865475*vu*std::conj(Ye(2,2))*Mu;
mass_matrix_Stau(1,1) = me2(2,2) + 0.5*sqr(Ye(2,2))*sqr(vd) - 0.15*
sqr(g1)*sqr(vd) + 0.15*sqr(g1)*sqr(vu);
Hermitianize(mass_matrix_Stau);
return mass_matrix_Stau;
}
void CLASSNAME::calculate_MStau()
{
const auto mass_matrix_Stau(get_mass_matrix_Stau());
fs_diagonalize_hermitian(mass_matrix_Stau, MStau, ZTau);
if (MStau.minCoeff() < 0.)
problems.flag_tachyon("Stau");
MStau = sqrt(MStau.cwiseAbs());
}
Eigen::Matrix<double,2,2> CLASSNAME::get_mass_matrix_Ss() const
{
Eigen::Matrix<double,2,2> mass_matrix_Ss;
mass_matrix_Ss(0,0) = mq2(1,1) + 0.5*sqr(Yd(1,1))*sqr(vd) - 0.025*
sqr(g1)*sqr(vd) - 0.125*sqr(g2)*sqr(vd) + 0.025*sqr(g1)*sqr(vu) + 0.125*
sqr(g2)*sqr(vu);
mass_matrix_Ss(0,1) = 0.7071067811865475*vd*std::conj(TYd(1,1)) -
0.7071067811865475*vu*std::conj(Yd(1,1))*Mu;
mass_matrix_Ss(1,1) = md2(1,1) + 0.5*sqr(Yd(1,1))*sqr(vd) - 0.05*
sqr(g1)*sqr(vd) + 0.05*sqr(g1)*sqr(vu);
Hermitianize(mass_matrix_Ss);
return mass_matrix_Ss;
}
void CLASSNAME::calculate_MSs()
{
const auto mass_matrix_Ss(get_mass_matrix_Ss());
fs_diagonalize_hermitian(mass_matrix_Ss, MSs, ZS);
// if (MSs.minCoeff() < 0.)
// problems.flag_tachyon("Ss");
MSs = sqrt(MSs.cwiseAbs());
}
Eigen::Matrix<double,2,2> CLASSNAME::get_mass_matrix_Sc() const
{
Eigen::Matrix<double,2,2> mass_matrix_Sc;
mass_matrix_Sc(0,0) = mq2(1,1) - 0.025*sqr(g1)*sqr(vd) + 0.125*sqr(g2)
*sqr(vd) + 0.5*sqr(Yu(1,1))*sqr(vu) + 0.025*sqr(g1)*sqr(vu) - 0.125*
sqr(g2)*sqr(vu);
mass_matrix_Sc(0,1) = 0.7071067811865475*vu*std::conj(TYu(1,1)) -
0.7071067811865475*vd*std::conj(Yu(1,1))*Mu;
mass_matrix_Sc(1,1) = mu2(1,1) + 0.1*sqr(g1)*sqr(vd) + 0.5*sqr(Yu(1
,1))*sqr(vu) - 0.1*sqr(g1)*sqr(vu);
Hermitianize(mass_matrix_Sc);
return mass_matrix_Sc;
}
void CLASSNAME::calculate_MSc()
{
const auto mass_matrix_Sc(get_mass_matrix_Sc());
fs_diagonalize_hermitian(mass_matrix_Sc, MSc, ZC);
// if (MSc.minCoeff() < 0.)
// problems.flag_tachyon("Sc");
MSc = sqrt(MSc.cwiseAbs());
}
Eigen::Matrix<double,2,2> CLASSNAME::get_mass_matrix_Sb() const
{
Eigen::Matrix<double,2,2> mass_matrix_Sb;
mass_matrix_Sb(0,0) = mq2(2,2) + 0.5*sqr(Yd(2,2))*sqr(vd) - 0.025*
sqr(g1)*sqr(vd) - 0.125*sqr(g2)*sqr(vd) + 0.025*sqr(g1)*sqr(vu) + 0.125*
sqr(g2)*sqr(vu);
mass_matrix_Sb(0,1) = 0.7071067811865475*vd*std::conj(TYd(2,2)) -
0.7071067811865475*vu*std::conj(Yd(2,2))*Mu;
mass_matrix_Sb(1,1) = md2(2,2) + 0.5*sqr(Yd(2,2))*sqr(vd) - 0.05*
sqr(g1)*sqr(vd) + 0.05*sqr(g1)*sqr(vu);
Hermitianize(mass_matrix_Sb);
return mass_matrix_Sb;
}
void CLASSNAME::calculate_MSb()
{
const auto mass_matrix_Sb(get_mass_matrix_Sb());
fs_diagonalize_hermitian(mass_matrix_Sb, MSb, ZB);
if (MSb.minCoeff() < 0.)
problems.flag_tachyon("Sb");
MSb = sqrt(MSb.cwiseAbs());
}
Eigen::Matrix<double,2,2> CLASSNAME::get_mass_matrix_St() const
{
Eigen::Matrix<double,2,2> mass_matrix_St;
mass_matrix_St(0,0) = mq2(2,2) - 0.025*sqr(g1)*sqr(vd) + 0.125*sqr(g2)
*sqr(vd) + 0.5*sqr(Yu(2,2))*sqr(vu) + 0.025*sqr(g1)*sqr(vu) - 0.125*
sqr(g2)*sqr(vu);
mass_matrix_St(0,1) = 0.7071067811865475*vu*std::conj(TYu(2,2)) -
0.7071067811865475*vd*std::conj(Yu(2,2))*Mu;
mass_matrix_St(1,1) = mu2(2,2) + 0.1*sqr(g1)*sqr(vd) + 0.5*sqr(Yu(2
,2))*sqr(vu) - 0.1*sqr(g1)*sqr(vu);
Hermitianize(mass_matrix_St);
return mass_matrix_St;
}
void CLASSNAME::calculate_MSt()
{
const auto mass_matrix_St(get_mass_matrix_St());
fs_diagonalize_hermitian(mass_matrix_St, MSt, ZT);
if (MSt.minCoeff() < 0.)
problems.flag_tachyon("St");
MSt = sqrt(MSt.cwiseAbs());
}
Eigen::Matrix<double,2,2> CLASSNAME::get_mass_matrix_hh() const
{
Eigen::Matrix<double,2,2> mass_matrix_hh;
mass_matrix_hh(0,0) = mHd2 + sqr(Mu) + 0.225*sqr(g1)*sqr(vd) +
0.375*sqr(g2)*sqr(vd) - 0.075*sqr(g1)*sqr(vu) - 0.125*sqr(g2)*sqr(vu);
mass_matrix_hh(0,1) = -0.5*BMu - 0.5*BMu - 0.15*vd*vu*sqr(g1) -
0.25*vd*vu*sqr(g2);
mass_matrix_hh(1,1) = mHu2 + sqr(Mu) - 0.075*sqr(g1)*sqr(vd) -
0.125*sqr(g2)*sqr(vd) + 0.225*sqr(g1)*sqr(vu) + 0.375*sqr(g2)*sqr(vu);
Symmetrize(mass_matrix_hh);
return mass_matrix_hh;
}
void CLASSNAME::calculate_Mhh()
{
const auto mass_matrix_hh(get_mass_matrix_hh());
fs_diagonalize_hermitian(mass_matrix_hh, Mhh, ZH);