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TreeLevelMasses_331v3.f90
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TreeLevelMasses_331v3.f90
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! -----------------------------------------------------------------------------
! This file was automatically created by SARAH version 4.14.3
! SARAH References: arXiv:0806.0538, 0909.2863, 1002.0840, 1207.0906, 1309.7223
! (c) Florian Staub, 2013
! ------------------------------------------------------------------------------
! File created at 16:42 on 3.7.2020
! ----------------------------------------------------------------------
Module TreeLevelMasses_331v3
Use Control
Use Mathematics
Use MathematicsQP
Use Settings
Use Model_Data_331v3
Logical :: SignOfMassChanged =.False.
Logical :: SignOfMuChanged =.False.
Contains
Subroutine TreeMasses(MAh,MAh2,MDpm,MDpm2,MFd,MFd2,MFe,MFe2,MFu,MFu2,Mhh, &
& Mhh2,MHpm,MHpm2,MVWp,MVWp2,MVXp,MVXp2,MVZ,MVZ2,MVZp,MVZp2,TW,Ud,Ue,Uu,Vd, &
& Ve,Vu,ZA,ZH,ZP,ZW,zy,ZZ,Vn,v1,v2,g1,g2,g3,l1,l12,l13,l12t,l13t,l2,l23,l23t, &
& l3,hll1,hdp11,hd1,hdtp11,hdt1,hup11,hUp1,hdp1,hd2,hdtp1,hdt2,hup21,hUp2, &
& hd3,hdt3,hu11,h12,hU1,hU2,ftri,mu12,mu22,mu32,GenerationMixing,kont)
Implicit None
Real(dp),Intent(in) :: g1,g2,g3,ftri,mu12,mu22,mu32
Complex(dp),Intent(in) :: l1,l12,l13,l12t,l13t,l2,l23,l23t,l3,hll1(3,3),hdp11(3),hd1(3),hdtp11(2), &
& hdt1(2),hup11(3),hUp1,hdp1(3),hd2(3),hdtp1(2),hdt2(2),hup21(3),hUp2,hd3(3), &
& hdt3(2),hu11(3),h12(3),hU1,hU2
Real(dp),Intent(out) :: MAh(3),MAh2(3),MDpm(2),MDpm2(2),MFd(5),MFd2(5),MFe(3),MFe2(3),MFu(4),MFu2(4), &
& Mhh(3),Mhh2(3),MHpm(4),MHpm2(4),MVWp,MVWp2,MVXp,MVXp2,MVZ,MVZ2,MVZp,MVZp2,TW
Complex(dp),Intent(out) :: Ud(5,5),Ue(3,3),Uu(4,4),Vd(5,5),Ve(3,3),Vu(4,4),ZA(3,3),ZH(3,3),ZP(4,4), &
& ZW(4,4),zy(2,2),ZZ(3,3)
Real(dp),Intent(in) :: Vn,v1,v2
Logical, Intent(in) :: GenerationMixing
Integer, Intent(inout) :: kont
Integer :: i1,i2,i3,i4,j1,j2,j3,kontSave
Iname = Iname + 1
NameOfUnit(Iname) = 'TreeMasses331/v3'
kont = 0
Call CalculateVPVZVZp(g1,g2,Vn,v1,v2,ZZ,MVZ,MVZp,MVZ2,MVZp2,kont)
Call CalculateVWpVXp(g2,Vn,v1,v2,ZW,MVWp,MVXp,MVWp2,MVXp2,kont)
Call CalculateMhh(mu12,mu22,mu32,ftri,l1,l12,l13,l2,l23,l3,Vn,v1,v2,ZH, &
& Mhh,Mhh2,kont)
kontSave = kont
Call CalculateMAh(g1,g2,mu12,mu22,mu32,ftri,l1,l12,l13,l2,l23,l3,Vn,v1, &
& v2,ZZ,ZA,MAh,MAh2,kont)
kont = kontSave
kontSave = kont
Call CalculateMHpm(g2,mu12,mu22,mu32,ftri,l1,l12,l13,l13t,l2,l23,l23t,l3, &
& Vn,v1,v2,ZP,MHpm,MHpm2,kont)
kont = kontSave
Call CalculateMDpm(mu12,mu22,ftri,l1,l12,l13,l12t,l2,l23,Vn,v1,v2,zy,MDpm, &
& MDpm2,kont)
Call CalculateMFd(hdp11,hd1,hdtp11,hdt1,hdp1,hd2,hdtp1,hdt2,hd3,hdt3,Vn, &
& v1,v2,Vd,Ud,MFd,kont)
MFd2 = MFd**2
Call CalculateMFu(hup11,hUp1,hup21,hUp2,hu11,h12,hU1,hU2,Vn,v1,v2,Vu,Uu,MFu,kont)
MFu2 = MFu**2
Call CalculateMFe(hll1,v2,Ve,Ue,MFe,kont)
MFe2 = MFe**2
Call SortGoldstones(MAh,MAh2,MDpm,MDpm2,MFd,MFd2,MFe,MFe2,MFu,MFu2,Mhh, &
& Mhh2,MHpm,MHpm2,MVWp,MVWp2,MVXp,MVXp2,MVZ,MVZ2,MVZp,MVZp2,TW,Ud,Ue,Uu,Vd, &
& Ve,Vu,ZA,ZH,ZP,ZW,zy,ZZ,kont)
If (SignOfMassChanged) Then
If (.Not.IgnoreNegativeMasses) Then
Write(*,*) " Stopping calculation because of negative mass squared."
Call TerminateProgram
Else
SignOfMassChanged= .False.
kont=0
End If
End If
If (SignOfMuChanged) Then
If (.Not.IgnoreMuSignFlip) Then
Write(*,*) " Stopping calculation because of negative mass squared in tadpoles."
Call TerminateProgram
Else
SignOfMuChanged= .False.
kont=0
End If
End If
! --------------------------------
! Setting Goldstone masses
! --------------------------------
MAh(1)=MVZ*sqrt(RXiZ)
MAh2(1)=MVZ2*RXiZ
MAh(2)=MVZp*sqrt(RXiZp)
MAh2(2)=MVZp2*RXiZp
MHpm(1)=MVWp*sqrt(RXiWp)
MHpm2(1)=MVWp2*RXiWp
MHpm(2)=MVXp*sqrt(RXiXp)
MHpm2(2)=MVXp2*RXiXp
TW = ACos(Abs(ZZ(1,1)))
Iname = Iname - 1
End Subroutine TreeMasses
Subroutine RunningFermionMasses(MFeIN,MFe2IN,MFdIN,MFd2IN,MFuIN,MFu2IN, &
& Vn,v1,v2,g1,g2,g3,l1,l12,l13,l12t,l13t,l2,l23,l23t,l3,hll1,hdp11,hd1,hdtp11, &
& hdt1,hup11,hUp1,hdp1,hd2,hdtp1,hdt2,hup21,hUp2,hd3,hdt3,hu11,h12,hU1,hU2, &
& ftri,mu12,mu22,mu32,kont)
Implicit None
Integer, Intent(inout) :: kont
Real(dp),Intent(in) :: g1,g2,g3,ftri,mu12,mu22,mu32
Complex(dp),Intent(in) :: l1,l12,l13,l12t,l13t,l2,l23,l23t,l3,hll1(3,3),hdp11(3),hd1(3),hdtp11(2), &
& hdt1(2),hup11(3),hUp1,hdp1(3),hd2(3),hdtp1(2),hdt2(2),hup21(3),hUp2,hd3(3), &
& hdt3(2),hu11(3),h12(3),hU1,hU2
Real(dp),Intent(in) :: Vn,v1,v2
Real(dp),Intent(inout) :: MFeIN(3),MFe2IN(3),MFdIN(5),MFd2IN(5),MFuIN(4),MFu2IN(4)
Real(dp) :: MFe(3),MFe2(3),MFd(5),MFd2(5),MFu(4),MFu2(4)
Call CalculateMFe(hll1,v2,Ve,Ue,MFe,kont)
MFe2 = MFe**2
MFeIN(1:2) = MFe(1:2)
MFe2IN(1:2) = MFe2(1:2)
Call CalculateMFd(hdp11,hd1,hdtp11,hdt1,hdp1,hd2,hdtp1,hdt2,hd3,hdt3,Vn, &
& v1,v2,Vd,Ud,MFd,kont)
MFd2 = MFd**2
MFdIN(1:2) = MFd(1:2)
MFd2IN(1:2) = MFd2(1:2)
Call CalculateMFu(hup11,hUp1,hup21,hUp2,hu11,h12,hU1,hU2,Vn,v1,v2,Vu,Uu,MFu,kont)
MFu2 = MFu**2
MFuIN(1:2) = MFu(1:2)
MFu2IN(1:2) = MFu2(1:2)
End Subroutine RunningFermionMasses
Subroutine TreeMassesEffPot(MAh,MAh2,MDpm,MDpm2,MFd,MFd2,MFe,MFe2,MFu,MFu2, &
& Mhh,Mhh2,MHpm,MHpm2,MVWp,MVWp2,MVXp,MVXp2,MVZ,MVZ2,MVZp,MVZp2,TW,Ud,Ue,Uu, &
& Vd,Ve,Vu,ZA,ZH,ZP,ZW,zy,ZZ,Vn,v1,v2,g1,g2,g3,l1,l12,l13,l12t,l13t,l2,l23, &
& l23t,l3,hll1,hdp11,hd1,hdtp11,hdt1,hup11,hUp1,hdp1,hd2,hdtp1,hdt2,hup21, &
& hUp2,hd3,hdt3,hu11,h12,hU1,hU2,ftri,mu12,mu22,mu32,GenerationMixing,kont)
Implicit None
Real(dp),Intent(in) :: g1,g2,g3,ftri,mu12,mu22,mu32
Complex(dp),Intent(in) :: l1,l12,l13,l12t,l13t,l2,l23,l23t,l3,hll1(3,3),hdp11(3),hd1(3),hdtp11(2), &
& hdt1(2),hup11(3),hUp1,hdp1(3),hd2(3),hdtp1(2),hdt2(2),hup21(3),hUp2,hd3(3), &
& hdt3(2),hu11(3),h12(3),hU1,hU2
Real(dp),Intent(out) :: MAh(3),MAh2(3),MDpm(2),MDpm2(2),MFd(5),MFd2(5),MFe(3),MFe2(3),MFu(4),MFu2(4), &
& Mhh(3),Mhh2(3),MHpm(4),MHpm2(4),MVWp,MVWp2,MVXp,MVXp2,MVZ,MVZ2,MVZp,MVZp2,TW
Complex(dp),Intent(out) :: Ud(5,5),Ue(3,3),Uu(4,4),Vd(5,5),Ve(3,3),Vu(4,4),ZA(3,3),ZH(3,3),ZP(4,4), &
& ZW(4,4),zy(2,2),ZZ(3,3)
Real(dp),Intent(in) :: Vn,v1,v2
Logical, Intent(in) :: GenerationMixing
Integer, Intent(inout) :: kont
Integer :: i1,i2,i3,i4,j1,j2,j3,kontSave
Iname = Iname + 1
NameOfUnit(Iname) = 'TreeMasses331/v3'
kont = 0
Call CalculateVPVZVZpEffPot(g1,g2,Vn,v1,v2,ZZ,MVZ,MVZp,MVZ2,MVZp2,kont)
Call CalculateVWpVXpEffPot(g2,Vn,v1,v2,ZW,MVWp,MVXp,MVWp2,MVXp2,kont)
Call CalculateMhhEffPot(mu12,mu22,mu32,ftri,l1,l12,l13,l2,l23,l3,Vn,v1, &
& v2,ZH,Mhh,Mhh2,kont)
kontSave = kont
Call CalculateMAhEffPot(g1,g2,mu12,mu22,mu32,ftri,l1,l12,l13,l2,l23,l3, &
& Vn,v1,v2,ZZ,ZA,MAh,MAh2,kont)
kont = kontSave
kontSave = kont
Call CalculateMHpmEffPot(g2,mu12,mu22,mu32,ftri,l1,l12,l13,l13t,l2,l23, &
& l23t,l3,Vn,v1,v2,ZP,MHpm,MHpm2,kont)
kont = kontSave
Call CalculateMDpmEffPot(mu12,mu22,ftri,l1,l12,l13,l12t,l2,l23,Vn,v1,v2, &
& zy,MDpm,MDpm2,kont)
Call CalculateMFdEffPot(hdp11,hd1,hdtp11,hdt1,hdp1,hd2,hdtp1,hdt2,hd3,hdt3, &
& Vn,v1,v2,Vd,Ud,MFd,kont)
MFd2 = MFd**2
Call CalculateMFuEffPot(hup11,hUp1,hup21,hUp2,hu11,h12,hU1,hU2,Vn,v1,v2, &
& Vu,Uu,MFu,kont)
MFu2 = MFu**2
Call CalculateMFeEffPot(hll1,v2,Ve,Ue,MFe,kont)
MFe2 = MFe**2
If (SignOfMassChanged) Then
If (.Not.IgnoreNegativeMasses) Then
Write(*,*) " Stopping calculation because of negative mass squared."
Call TerminateProgram
Else
SignOfMassChanged= .False.
kont=0
End If
End If
If (SignOfMuChanged) Then
If (.Not.IgnoreMuSignFlip) Then
Write(*,*) " Stopping calculation because of negative mass squared in tadpoles."
Call TerminateProgram
Else
SignOfMuChanged= .False.
kont=0
End If
End If
Iname = Iname - 1
End Subroutine TreeMassesEffPot
Subroutine CalculateMhh(mu12,mu22,mu32,ftri,l1,l12,l13,l2,l23,l3,Vn,v1, &
& v2,ZH,Mhh,Mhh2,kont)
Real(dp), Intent(in) :: mu12,mu22,mu32,ftri,Vn,v1,v2
Complex(dp), Intent(in) :: l1,l12,l13,l2,l23,l3
Integer, Intent(inout) :: kont
Integer :: i1,i2,i3,i4, ierr
Integer :: j1,j2,j3,j4, pos
Real(dp), Intent(out) :: Mhh(3), Mhh2(3)
Complex(dp), Intent(out) :: ZH(3,3)
Complex(dp) :: mat(3,3)
Real(dp) :: test(2)
Iname = Iname + 1
NameOfUnit(Iname) = 'CalculateMhh'
mat(1,1) = 0._dp
mat(1,1) = mat(1,1)-1._dp*(mu12)
mat(1,1) = mat(1,1)+3*l1*Vn**2
mat(1,1) = mat(1,1)+l12*v1**2
mat(1,1) = mat(1,1)+l13*v2**2
mat(1,2) = 0._dp
mat(1,2) = mat(1,2)+2*l12*Vn*v1
mat(1,2) = mat(1,2)-((ftri*v2)/sqrt(2._dp))
mat(1,3) = 0._dp
mat(1,3) = mat(1,3)-((ftri*v1)/sqrt(2._dp))
mat(1,3) = mat(1,3)+2*l13*Vn*v2
mat(2,2) = 0._dp
mat(2,2) = mat(2,2)+mu22
mat(2,2) = mat(2,2)+l12*Vn**2
mat(2,2) = mat(2,2)+3*l2*v1**2
mat(2,2) = mat(2,2)+l23*v2**2
mat(2,3) = 0._dp
mat(2,3) = mat(2,3)-((ftri*Vn)/sqrt(2._dp))
mat(2,3) = mat(2,3)+2*l23*v1*v2
mat(3,3) = 0._dp
mat(3,3) = mat(3,3)+mu32
mat(3,3) = mat(3,3)+l13*Vn**2
mat(3,3) = mat(3,3)+l23*v1**2
mat(3,3) = mat(3,3)+2*l3*v2**2
Do i1=2,3
Do i2 = 1, i1-1
mat(i1,i2) = mat(i2,i1)
End do
End do
Call EigenSystem(mat,Mhh2,ZH,ierr,test)
If ((ierr.Eq.-8).Or.(ierr.Eq.-9)) Then
Write(ErrCan,*) "Possible numerical problem in "//NameOfUnit(Iname)
If (ErrorLevel.Eq.2) Then
Write(*,*) "Possible numerical problem in "//NameOfUnit(Iname)
Call TerminateProgram
End If
ierr = 0
End If
If ((ierr.Ne.0.).And.(ErrorLevel.Ge.-1)) Then
Write(10,*) 'Warning from Subroutine '//NameOfUnit(Iname)
Write(10,*) 'Diagonalization failed, ierr : ',ierr
kont = ierr
Iname = Iname - 1
Return
End If
Do i1=1,3
If (Abs(Mhh2(i1)).Le.MaxMassNumericalZero) Mhh2(i1) = 1.E-10_dp
If (Mhh2(i1).ne.Mhh2(i1)) Then
Write(*,*) 'NaN appearing in '//NameOfUnit(Iname)
Call TerminateProgram
End If
If (Mhh2(i1).Ge.0._dp) Then
Mhh(i1)=Sqrt(Mhh2(i1) )
Else
If (ErrorLevel.Ge.0) Then
Write(10,*) 'Warning from Subroutine '//NameOfUnit(Iname)
Write(10,*) 'a mass squarred is negative: ',i1,Mhh2(i1)
End If
Mhh(i1) = 1._dp
Write(ErrCan,*) 'Warning from routine '//NameOfUnit(Iname)
Write(ErrCan,*) 'in the calculation of the masses'
Write(ErrCan,*) 'occurred a negative mass squared!'
Write(ErrCan,*) i1,Mhh2(i1)
Write(*,*) 'Warning from routine '//NameOfUnit(Iname)
Write(*,*) 'in the calculation of the masses'
Write(*,*) 'occurred a negative mass squared!'
Write(*,*) i1,Mhh2(i1)
Mhh2(i1) = 1._dp
SignOfMassChanged = .True.
! kont = -104
End if
End Do
Iname = Iname - 1
End Subroutine CalculateMhh
Subroutine CalculateMAh(g1,g2,mu12,mu22,mu32,ftri,l1,l12,l13,l2,l23,l3, &
& Vn,v1,v2,ZZ,ZA,MAh,MAh2,kont)
Real(dp), Intent(in) :: g1,g2,mu12,mu22,mu32,ftri,Vn,v1,v2
Complex(dp), Intent(in) :: l1,l12,l13,l2,l23,l3,ZZ(3,3)
Integer, Intent(inout) :: kont
Integer :: i1,i2,i3,i4, ierr
Integer :: j1,j2,j3,j4, pos
Real(dp), Intent(out) :: MAh(3), MAh2(3)
Complex(dp), Intent(out) :: ZA(3,3)
Complex(dp) :: mat(3,3)
Real(dp) :: test(2)
Iname = Iname + 1
NameOfUnit(Iname) = 'CalculateMAh'
mat(1,1) = 0._dp
mat(1,1) = mat(1,1)-1._dp*(mu12)
mat(1,1) = mat(1,1)+l1*Vn**2
mat(1,1) = mat(1,1)+l12*v1**2
mat(1,1) = mat(1,1)+l13*v2**2
mat(1,1) = mat(1,1)+(2*g1**2*Vn**2*Conjg(ZZ(1,2))*RXiZ*ZZ(1,2))/9._dp
mat(1,1) = mat(1,1)+(2*g1*g2*Vn**2*Conjg(ZZ(2,2))*RXiZ*ZZ(1,2))/(3._dp*sqrt(3._dp))
mat(1,1) = mat(1,1)+(2*g1**2*Vn**2*Conjg(ZZ(1,3))*RXiZp*ZZ(1,3))/9._dp
mat(1,1) = mat(1,1)+(2*g1*g2*Vn**2*Conjg(ZZ(2,3))*RXiZp*ZZ(1,3))/(3._dp*sqrt(3._dp))
mat(1,1) = mat(1,1)+(2*g1*g2*Vn**2*Conjg(ZZ(1,2))*RXiZ*ZZ(2,2))/(3._dp*sqrt(3._dp))
mat(1,1) = mat(1,1)+(2*g2**2*Vn**2*Conjg(ZZ(2,2))*RXiZ*ZZ(2,2))/3._dp
mat(1,1) = mat(1,1)+(2*g1*g2*Vn**2*Conjg(ZZ(1,3))*RXiZp*ZZ(2,3))/(3._dp*sqrt(3._dp))
mat(1,1) = mat(1,1)+(2*g2**2*Vn**2*Conjg(ZZ(2,3))*RXiZp*ZZ(2,3))/3._dp
mat(1,2) = 0._dp
mat(1,2) = mat(1,2)+(ftri*v2)/sqrt(2._dp)
mat(1,2) = mat(1,2)+(2*g1**2*Vn*v1*Conjg(ZZ(1,2))*RXiZ*ZZ(1,2))/9._dp
mat(1,2) = mat(1,2)+(g1*g2*Vn*v1*Conjg(ZZ(2,2))*RXiZ*ZZ(1,2))/(6._dp*sqrt(3._dp))
mat(1,2) = mat(1,2)+(g1*g2*Vn*v1*Conjg(ZZ(3,2))*RXiZ*ZZ(1,2))/6._dp
mat(1,2) = mat(1,2)+(2*g1**2*Vn*v1*Conjg(ZZ(1,3))*RXiZp*ZZ(1,3))/9._dp
mat(1,2) = mat(1,2)+(g1*g2*Vn*v1*Conjg(ZZ(2,3))*RXiZp*ZZ(1,3))/(6._dp*sqrt(3._dp))
mat(1,2) = mat(1,2)+(g1*g2*Vn*v1*Conjg(ZZ(3,3))*RXiZp*ZZ(1,3))/6._dp
mat(1,2) = mat(1,2)+(g1*g2*Vn*v1*Conjg(ZZ(1,2))*RXiZ*ZZ(2,2))/(6._dp*sqrt(3._dp))
mat(1,2) = mat(1,2)-(g2**2*Vn*v1*Conjg(ZZ(2,2))*RXiZ*ZZ(2,2))/3._dp
mat(1,2) = mat(1,2)+(g2**2*Vn*v1*Conjg(ZZ(3,2))*RXiZ*ZZ(2,2))/(2._dp*sqrt(3._dp))
mat(1,2) = mat(1,2)+(g1*g2*Vn*v1*Conjg(ZZ(1,3))*RXiZp*ZZ(2,3))/(6._dp*sqrt(3._dp))
mat(1,2) = mat(1,2)-(g2**2*Vn*v1*Conjg(ZZ(2,3))*RXiZp*ZZ(2,3))/3._dp
mat(1,2) = mat(1,2)+(g2**2*Vn*v1*Conjg(ZZ(3,3))*RXiZp*ZZ(2,3))/(2._dp*sqrt(3._dp))
mat(1,2) = mat(1,2)+(g1*g2*Vn*v1*Conjg(ZZ(1,2))*RXiZ*ZZ(3,2))/6._dp
mat(1,2) = mat(1,2)+(g2**2*Vn*v1*Conjg(ZZ(2,2))*RXiZ*ZZ(3,2))/(2._dp*sqrt(3._dp))
mat(1,2) = mat(1,2)+(g1*g2*Vn*v1*Conjg(ZZ(1,3))*RXiZp*ZZ(3,3))/6._dp
mat(1,2) = mat(1,2)+(g2**2*Vn*v1*Conjg(ZZ(2,3))*RXiZp*ZZ(3,3))/(2._dp*sqrt(3._dp))
mat(1,3) = 0._dp
mat(1,3) = mat(1,3)+(ftri*v1)/sqrt(2._dp)
mat(1,3) = mat(1,3)+(-4*g1**2*Vn*v2*Conjg(ZZ(1,2))*RXiZ*ZZ(1,2))/9._dp
mat(1,3) = mat(1,3)+(-5*g1*g2*Vn*v2*Conjg(ZZ(2,2))*RXiZ*ZZ(1,2))/(6._dp*sqrt(3._dp))
mat(1,3) = mat(1,3)-(g1*g2*Vn*v2*Conjg(ZZ(3,2))*RXiZ*ZZ(1,2))/6._dp
mat(1,3) = mat(1,3)+(-4*g1**2*Vn*v2*Conjg(ZZ(1,3))*RXiZp*ZZ(1,3))/9._dp
mat(1,3) = mat(1,3)+(-5*g1*g2*Vn*v2*Conjg(ZZ(2,3))*RXiZp*ZZ(1,3))/(6._dp*sqrt(3._dp))
mat(1,3) = mat(1,3)-(g1*g2*Vn*v2*Conjg(ZZ(3,3))*RXiZp*ZZ(1,3))/6._dp
mat(1,3) = mat(1,3)+(-5*g1*g2*Vn*v2*Conjg(ZZ(1,2))*RXiZ*ZZ(2,2))/(6._dp*sqrt(3._dp))
mat(1,3) = mat(1,3)-(g2**2*Vn*v2*Conjg(ZZ(2,2))*RXiZ*ZZ(2,2))/3._dp
mat(1,3) = mat(1,3)-(g2**2*Vn*v2*Conjg(ZZ(3,2))*RXiZ*ZZ(2,2))/(2._dp*sqrt(3._dp))
mat(1,3) = mat(1,3)+(-5*g1*g2*Vn*v2*Conjg(ZZ(1,3))*RXiZp*ZZ(2,3))/(6._dp*sqrt(3._dp))
mat(1,3) = mat(1,3)-(g2**2*Vn*v2*Conjg(ZZ(2,3))*RXiZp*ZZ(2,3))/3._dp
mat(1,3) = mat(1,3)-(g2**2*Vn*v2*Conjg(ZZ(3,3))*RXiZp*ZZ(2,3))/(2._dp*sqrt(3._dp))
mat(1,3) = mat(1,3)-(g1*g2*Vn*v2*Conjg(ZZ(1,2))*RXiZ*ZZ(3,2))/6._dp
mat(1,3) = mat(1,3)-(g2**2*Vn*v2*Conjg(ZZ(2,2))*RXiZ*ZZ(3,2))/(2._dp*sqrt(3._dp))
mat(1,3) = mat(1,3)-(g1*g2*Vn*v2*Conjg(ZZ(1,3))*RXiZp*ZZ(3,3))/6._dp
mat(1,3) = mat(1,3)-(g2**2*Vn*v2*Conjg(ZZ(2,3))*RXiZp*ZZ(3,3))/(2._dp*sqrt(3._dp))
mat(2,2) = 0._dp
mat(2,2) = mat(2,2)+mu22
mat(2,2) = mat(2,2)+l12*Vn**2
mat(2,2) = mat(2,2)+l2*v1**2
mat(2,2) = mat(2,2)+l23*v2**2
mat(2,2) = mat(2,2)+(2*g1**2*v1**2*Conjg(ZZ(1,2))*RXiZ*ZZ(1,2))/9._dp
mat(2,2) = mat(2,2)-(g1*g2*v1**2*Conjg(ZZ(2,2))*RXiZ*ZZ(1,2))/(3._dp*sqrt(3._dp))
mat(2,2) = mat(2,2)+(g1*g2*v1**2*Conjg(ZZ(3,2))*RXiZ*ZZ(1,2))/3._dp
mat(2,2) = mat(2,2)+(2*g1**2*v1**2*Conjg(ZZ(1,3))*RXiZp*ZZ(1,3))/9._dp
mat(2,2) = mat(2,2)-(g1*g2*v1**2*Conjg(ZZ(2,3))*RXiZp*ZZ(1,3))/(3._dp*sqrt(3._dp))
mat(2,2) = mat(2,2)+(g1*g2*v1**2*Conjg(ZZ(3,3))*RXiZp*ZZ(1,3))/3._dp
mat(2,2) = mat(2,2)-(g1*g2*v1**2*Conjg(ZZ(1,2))*RXiZ*ZZ(2,2))/(3._dp*sqrt(3._dp))
mat(2,2) = mat(2,2)+(g2**2*v1**2*Conjg(ZZ(2,2))*RXiZ*ZZ(2,2))/6._dp
mat(2,2) = mat(2,2)-(g2**2*v1**2*Conjg(ZZ(3,2))*RXiZ*ZZ(2,2))/(2._dp*sqrt(3._dp))
mat(2,2) = mat(2,2)-(g1*g2*v1**2*Conjg(ZZ(1,3))*RXiZp*ZZ(2,3))/(3._dp*sqrt(3._dp))
mat(2,2) = mat(2,2)+(g2**2*v1**2*Conjg(ZZ(2,3))*RXiZp*ZZ(2,3))/6._dp
mat(2,2) = mat(2,2)-(g2**2*v1**2*Conjg(ZZ(3,3))*RXiZp*ZZ(2,3))/(2._dp*sqrt(3._dp))
mat(2,2) = mat(2,2)+(g1*g2*v1**2*Conjg(ZZ(1,2))*RXiZ*ZZ(3,2))/3._dp
mat(2,2) = mat(2,2)-(g2**2*v1**2*Conjg(ZZ(2,2))*RXiZ*ZZ(3,2))/(2._dp*sqrt(3._dp))
mat(2,2) = mat(2,2)+(g2**2*v1**2*Conjg(ZZ(3,2))*RXiZ*ZZ(3,2))/2._dp
mat(2,2) = mat(2,2)+(g1*g2*v1**2*Conjg(ZZ(1,3))*RXiZp*ZZ(3,3))/3._dp
mat(2,2) = mat(2,2)-(g2**2*v1**2*Conjg(ZZ(2,3))*RXiZp*ZZ(3,3))/(2._dp*sqrt(3._dp))
mat(2,2) = mat(2,2)+(g2**2*v1**2*Conjg(ZZ(3,3))*RXiZp*ZZ(3,3))/2._dp
mat(2,3) = 0._dp
mat(2,3) = mat(2,3)+(ftri*Vn)/sqrt(2._dp)
mat(2,3) = mat(2,3)+(-4*g1**2*v1*v2*Conjg(ZZ(1,2))*RXiZ*ZZ(1,2))/9._dp
mat(2,3) = mat(2,3)+(g1*g2*v1*v2*Conjg(ZZ(2,2))*RXiZ*ZZ(1,2))/(6._dp*sqrt(3._dp))
mat(2,3) = mat(2,3)-(g1*g2*v1*v2*Conjg(ZZ(3,2))*RXiZ*ZZ(1,2))/2._dp
mat(2,3) = mat(2,3)+(-4*g1**2*v1*v2*Conjg(ZZ(1,3))*RXiZp*ZZ(1,3))/9._dp
mat(2,3) = mat(2,3)+(g1*g2*v1*v2*Conjg(ZZ(2,3))*RXiZp*ZZ(1,3))/(6._dp*sqrt(3._dp))
mat(2,3) = mat(2,3)-(g1*g2*v1*v2*Conjg(ZZ(3,3))*RXiZp*ZZ(1,3))/2._dp
mat(2,3) = mat(2,3)+(g1*g2*v1*v2*Conjg(ZZ(1,2))*RXiZ*ZZ(2,2))/(6._dp*sqrt(3._dp))
mat(2,3) = mat(2,3)+(g2**2*v1*v2*Conjg(ZZ(2,2))*RXiZ*ZZ(2,2))/6._dp
mat(2,3) = mat(2,3)+(g1*g2*v1*v2*Conjg(ZZ(1,3))*RXiZp*ZZ(2,3))/(6._dp*sqrt(3._dp))
mat(2,3) = mat(2,3)+(g2**2*v1*v2*Conjg(ZZ(2,3))*RXiZp*ZZ(2,3))/6._dp
mat(2,3) = mat(2,3)-(g1*g2*v1*v2*Conjg(ZZ(1,2))*RXiZ*ZZ(3,2))/2._dp
mat(2,3) = mat(2,3)-(g2**2*v1*v2*Conjg(ZZ(3,2))*RXiZ*ZZ(3,2))/2._dp
mat(2,3) = mat(2,3)-(g1*g2*v1*v2*Conjg(ZZ(1,3))*RXiZp*ZZ(3,3))/2._dp
mat(2,3) = mat(2,3)-(g2**2*v1*v2*Conjg(ZZ(3,3))*RXiZp*ZZ(3,3))/2._dp
mat(3,3) = 0._dp
mat(3,3) = mat(3,3)+mu32
mat(3,3) = mat(3,3)+l13*Vn**2
mat(3,3) = mat(3,3)+l23*v1**2
mat(3,3) = mat(3,3)+(2*l3*v2**2)/3._dp
mat(3,3) = mat(3,3)+(8*g1**2*v2**2*Conjg(ZZ(1,2))*RXiZ*ZZ(1,2))/9._dp
mat(3,3) = mat(3,3)+(2*g1*g2*v2**2*Conjg(ZZ(2,2))*RXiZ*ZZ(1,2))/(3._dp*sqrt(3._dp))
mat(3,3) = mat(3,3)+(2*g1*g2*v2**2*Conjg(ZZ(3,2))*RXiZ*ZZ(1,2))/3._dp
mat(3,3) = mat(3,3)+(8*g1**2*v2**2*Conjg(ZZ(1,3))*RXiZp*ZZ(1,3))/9._dp
mat(3,3) = mat(3,3)+(2*g1*g2*v2**2*Conjg(ZZ(2,3))*RXiZp*ZZ(1,3))/(3._dp*sqrt(3._dp))
mat(3,3) = mat(3,3)+(2*g1*g2*v2**2*Conjg(ZZ(3,3))*RXiZp*ZZ(1,3))/3._dp
mat(3,3) = mat(3,3)+(2*g1*g2*v2**2*Conjg(ZZ(1,2))*RXiZ*ZZ(2,2))/(3._dp*sqrt(3._dp))
mat(3,3) = mat(3,3)+(g2**2*v2**2*Conjg(ZZ(2,2))*RXiZ*ZZ(2,2))/6._dp
mat(3,3) = mat(3,3)+(g2**2*v2**2*Conjg(ZZ(3,2))*RXiZ*ZZ(2,2))/(2._dp*sqrt(3._dp))
mat(3,3) = mat(3,3)+(2*g1*g2*v2**2*Conjg(ZZ(1,3))*RXiZp*ZZ(2,3))/(3._dp*sqrt(3._dp))
mat(3,3) = mat(3,3)+(g2**2*v2**2*Conjg(ZZ(2,3))*RXiZp*ZZ(2,3))/6._dp
mat(3,3) = mat(3,3)+(g2**2*v2**2*Conjg(ZZ(3,3))*RXiZp*ZZ(2,3))/(2._dp*sqrt(3._dp))
mat(3,3) = mat(3,3)+(2*g1*g2*v2**2*Conjg(ZZ(1,2))*RXiZ*ZZ(3,2))/3._dp
mat(3,3) = mat(3,3)+(g2**2*v2**2*Conjg(ZZ(2,2))*RXiZ*ZZ(3,2))/(2._dp*sqrt(3._dp))
mat(3,3) = mat(3,3)+(g2**2*v2**2*Conjg(ZZ(3,2))*RXiZ*ZZ(3,2))/2._dp
mat(3,3) = mat(3,3)+(2*g1*g2*v2**2*Conjg(ZZ(1,3))*RXiZp*ZZ(3,3))/3._dp
mat(3,3) = mat(3,3)+(g2**2*v2**2*Conjg(ZZ(2,3))*RXiZp*ZZ(3,3))/(2._dp*sqrt(3._dp))
mat(3,3) = mat(3,3)+(g2**2*v2**2*Conjg(ZZ(3,3))*RXiZp*ZZ(3,3))/2._dp
Do i1=2,3
Do i2 = 1, i1-1
mat(i1,i2) = mat(i2,i1)
End do
End do
Call EigenSystem(mat,MAh2,ZA,ierr,test)
If ((ierr.Eq.-8).Or.(ierr.Eq.-9)) Then
Write(ErrCan,*) "Possible numerical problem in "//NameOfUnit(Iname)
If (ErrorLevel.Eq.2) Then
Write(*,*) "Possible numerical problem in "//NameOfUnit(Iname)
Call TerminateProgram
End If
ierr = 0
End If
If ((ierr.Ne.0.).And.(ErrorLevel.Ge.-1)) Then
Write(10,*) 'Warning from Subroutine '//NameOfUnit(Iname)
Write(10,*) 'Diagonalization failed, ierr : ',ierr
kont = ierr
Iname = Iname - 1
Return
End If
Do i1=1,3
If (Abs(MAh2(i1)).Le.MaxMassNumericalZero) MAh2(i1) = 1.E-10_dp
If (MAh2(i1).ne.MAh2(i1)) Then
Write(*,*) 'NaN appearing in '//NameOfUnit(Iname)
Call TerminateProgram
End If
If (MAh2(i1).Ge.0._dp) Then
MAh(i1)=Sqrt(MAh2(i1) )
Else
If (ErrorLevel.Ge.0) Then
Write(10,*) 'Warning from Subroutine '//NameOfUnit(Iname)
Write(10,*) 'a mass squarred is negative: ',i1,MAh2(i1)
End If
MAh(i1) = 1._dp
Write(ErrCan,*) 'Warning from routine '//NameOfUnit(Iname)
Write(ErrCan,*) 'in the calculation of the masses'
Write(ErrCan,*) 'occurred a negative mass squared!'
Write(ErrCan,*) i1,MAh2(i1)
Write(*,*) 'Warning from routine '//NameOfUnit(Iname)
Write(*,*) 'in the calculation of the masses'
Write(*,*) 'occurred a negative mass squared!'
Write(*,*) i1,MAh2(i1)
MAh2(i1) = 1._dp
SignOfMassChanged = .True.
! kont = -104
End if
End Do
Iname = Iname - 1
End Subroutine CalculateMAh
Subroutine CalculateMHpm(g2,mu12,mu22,mu32,ftri,l1,l12,l13,l13t,l2,l23, &
& l23t,l3,Vn,v1,v2,ZP,MHpm,MHpm2,kont)
Real(dp), Intent(in) :: g2,mu12,mu22,mu32,ftri,Vn,v1,v2
Complex(dp), Intent(in) :: l1,l12,l13,l13t,l2,l23,l23t,l3
Integer, Intent(inout) :: kont
Integer :: i1,i2,i3,i4, ierr
Integer :: j1,j2,j3,j4, pos
Real(dp), Intent(out) :: MHpm(4), MHpm2(4)
Complex(dp), Intent(out) :: ZP(4,4)
Complex(dp) :: mat(4,4)
Real(dp) :: test(2)
Iname = Iname + 1
NameOfUnit(Iname) = 'CalculateMHpm'
mat(1,1) = 0._dp
mat(1,1) = mat(1,1)-1._dp*(mu12)
mat(1,1) = mat(1,1)+l1*Vn**2
mat(1,1) = mat(1,1)+l12*v1**2
mat(1,1) = mat(1,1)+l13*v2**2
mat(1,1) = mat(1,1)+l13t*v2**2
mat(1,1) = mat(1,1)+(g2**2*Vn**2*RXiXp)/2._dp
mat(1,2) = 0._dp
mat(1,3) = 0._dp
mat(1,4) = 0._dp
mat(1,4) = mat(1,4)+sqrt(2._dp)*ftri*v1
mat(1,4) = mat(1,4)+l13t*Vn*v2
mat(1,4) = mat(1,4)-(g2**2*Vn*v2*RXiXp)/2._dp
mat(2,2) = 0._dp
mat(2,2) = mat(2,2)+mu22
mat(2,2) = mat(2,2)+l12*Vn**2
mat(2,2) = mat(2,2)+l2*v1**2
mat(2,2) = mat(2,2)+l23*v2**2
mat(2,2) = mat(2,2)+l23t*v2**2
mat(2,2) = mat(2,2)+(g2**2*v1**2*RXiWp)/2._dp
mat(2,3) = 0._dp
mat(2,3) = mat(2,3)+sqrt(2._dp)*ftri*Vn
mat(2,3) = mat(2,3)+l23t*v1*v2
mat(2,3) = mat(2,3)-(g2**2*v1*v2*RXiWp)/2._dp
mat(2,4) = 0._dp
mat(3,3) = 0._dp
mat(3,3) = mat(3,3)+mu32
mat(3,3) = mat(3,3)+l13*Vn**2
mat(3,3) = mat(3,3)+l23*v1**2
mat(3,3) = mat(3,3)+l23t*v1**2
mat(3,3) = mat(3,3)+(2*l3*v2**2)/3._dp
mat(3,3) = mat(3,3)+(g2**2*v2**2*RXiWp)/2._dp
mat(3,4) = 0._dp
mat(4,4) = 0._dp
mat(4,4) = mat(4,4)+mu32
mat(4,4) = mat(4,4)+l13*Vn**2
mat(4,4) = mat(4,4)+l13t*Vn**2
mat(4,4) = mat(4,4)+l23*v1**2
mat(4,4) = mat(4,4)+(2*l3*v2**2)/3._dp
mat(4,4) = mat(4,4)+(g2**2*v2**2*RXiXp)/2._dp
Do i1=2,4
Do i2 = 1, i1-1
mat(i1,i2) = Conjg(mat(i2,i1))
End do
End do
Call EigenSystem(mat,MHpm2,ZP,ierr,test)
If ((ierr.Eq.-8).Or.(ierr.Eq.-9)) Then
Write(ErrCan,*) "Possible numerical problem in "//NameOfUnit(Iname)
If (ErrorLevel.Eq.2) Then
Write(*,*) "Possible numerical problem in "//NameOfUnit(Iname)
Call TerminateProgram
End If
ierr = 0
End If
If ((ierr.Ne.0.).And.(ErrorLevel.Ge.-1)) Then
Write(10,*) 'Warning from Subroutine '//NameOfUnit(Iname)
Write(10,*) 'Diagonalization failed, ierr : ',ierr
kont = ierr
Iname = Iname - 1
Return
End If
Do i1=1,4
If (Abs(MHpm2(i1)).Le.MaxMassNumericalZero) MHpm2(i1) = 1.E-10_dp
If (MHpm2(i1).ne.MHpm2(i1)) Then
Write(*,*) 'NaN appearing in '//NameOfUnit(Iname)
Call TerminateProgram
End If
If (MHpm2(i1).Ge.0._dp) Then
MHpm(i1)=Sqrt(MHpm2(i1) )
Else
If (ErrorLevel.Ge.0) Then
Write(10,*) 'Warning from Subroutine '//NameOfUnit(Iname)
Write(10,*) 'a mass squarred is negative: ',i1,MHpm2(i1)
End If
MHpm(i1) = 1._dp
Write(ErrCan,*) 'Warning from routine '//NameOfUnit(Iname)
Write(ErrCan,*) 'in the calculation of the masses'
Write(ErrCan,*) 'occurred a negative mass squared!'
Write(ErrCan,*) i1,MHpm2(i1)
Write(*,*) 'Warning from routine '//NameOfUnit(Iname)
Write(*,*) 'in the calculation of the masses'
Write(*,*) 'occurred a negative mass squared!'
Write(*,*) i1,MHpm2(i1)
MHpm2(i1) = 1._dp
SignOfMassChanged = .True.
! kont = -104
End if
End Do
Iname = Iname - 1
End Subroutine CalculateMHpm
Subroutine CalculateMDpm(mu12,mu22,ftri,l1,l12,l13,l12t,l2,l23,Vn,v1,v2, &
& zy,MDpm,MDpm2,kont)
Real(dp), Intent(in) :: mu12,mu22,ftri,Vn,v1,v2
Complex(dp), Intent(in) :: l1,l12,l13,l12t,l2,l23
Integer, Intent(inout) :: kont
Integer :: i1,i2,i3,i4, ierr
Integer :: j1,j2,j3,j4, pos
Real(dp), Intent(out) :: MDpm(2), MDpm2(2)
Complex(dp), Intent(out) :: zy(2,2)
Complex(dp) :: mat(2,2)
Real(dp) :: test(2)
Iname = Iname + 1
NameOfUnit(Iname) = 'CalculateMDpm'
mat(1,1) = 0._dp
mat(1,1) = mat(1,1)-1._dp*(mu12)
mat(1,1) = mat(1,1)+l1*Vn**2
mat(1,1) = mat(1,1)+l12*v1**2
mat(1,1) = mat(1,1)+l12t*v1**2
mat(1,1) = mat(1,1)+l13*v2**2
mat(1,2) = 0._dp
mat(1,2) = mat(1,2)+l12t*Vn*v1
mat(1,2) = mat(1,2)+sqrt(2._dp)*ftri*v2
mat(2,2) = 0._dp
mat(2,2) = mat(2,2)+mu22
mat(2,2) = mat(2,2)+l12*Vn**2
mat(2,2) = mat(2,2)+l12t*Vn**2
mat(2,2) = mat(2,2)+l2*v1**2
mat(2,2) = mat(2,2)+l23*v2**2
Do i1=2,2
Do i2 = 1, i1-1
mat(i1,i2) = Conjg(mat(i2,i1))
End do
End do
Call EigenSystem(mat,MDpm2,zy,ierr,test)
If ((ierr.Eq.-8).Or.(ierr.Eq.-9)) Then
Write(ErrCan,*) "Possible numerical problem in "//NameOfUnit(Iname)
If (ErrorLevel.Eq.2) Then
Write(*,*) "Possible numerical problem in "//NameOfUnit(Iname)
Call TerminateProgram
End If
ierr = 0
End If
If ((ierr.Ne.0.).And.(ErrorLevel.Ge.-1)) Then
Write(10,*) 'Warning from Subroutine '//NameOfUnit(Iname)
Write(10,*) 'Diagonalization failed, ierr : ',ierr
kont = ierr
Iname = Iname - 1
Return
End If
Do i1=1,2
If (Abs(MDpm2(i1)).Le.MaxMassNumericalZero) MDpm2(i1) = 1.E-10_dp
If (MDpm2(i1).ne.MDpm2(i1)) Then
Write(*,*) 'NaN appearing in '//NameOfUnit(Iname)
Call TerminateProgram
End If
If (MDpm2(i1).Ge.0._dp) Then
MDpm(i1)=Sqrt(MDpm2(i1) )
Else
If (ErrorLevel.Ge.0) Then
Write(10,*) 'Warning from Subroutine '//NameOfUnit(Iname)
Write(10,*) 'a mass squarred is negative: ',i1,MDpm2(i1)
End If
MDpm(i1) = 1._dp
Write(ErrCan,*) 'Warning from routine '//NameOfUnit(Iname)
Write(ErrCan,*) 'in the calculation of the masses'
Write(ErrCan,*) 'occurred a negative mass squared!'
Write(ErrCan,*) i1,MDpm2(i1)
Write(*,*) 'Warning from routine '//NameOfUnit(Iname)
Write(*,*) 'in the calculation of the masses'
Write(*,*) 'occurred a negative mass squared!'
Write(*,*) i1,MDpm2(i1)
MDpm2(i1) = 1._dp
SignOfMassChanged = .True.
! kont = -104
End if
End Do
Iname = Iname - 1
End Subroutine CalculateMDpm
Subroutine CalculateMFd(hdp11,hd1,hdtp11,hdt1,hdp1,hd2,hdtp1,hdt2,hd3,hdt3, &
& Vn,v1,v2,Vd,Ud,MFd,kont)
Real(dp),Intent(in) :: Vn,v1,v2
Complex(dp),Intent(in) :: hdp11(3),hd1(3),hdtp11(2),hdt1(2),hdp1(3),hd2(3),hdtp1(2),hdt2(2),hd3(3),hdt3(2)
Integer, Intent(inout) :: kont
Integer :: i1,i2,i3,i4, ierr
Integer :: j1,j2,j3,j4
Real(dp), Intent(out) :: MFd(5)
Complex(dp), Intent(out) :: Vd(5,5), Ud(5,5)
Complex(dp) :: mat(5,5)=0._dp, mat2(5,5)=0._dp, phaseM
Complex(dp) :: Vd2(5,5), Ud2(5,5)
Real(dp) :: Vd1(5,5), Ud1(5,5), test(2), MFd2(5)
Iname = Iname + 1
NameOfUnit(Iname) = 'CalculateMFd'
MFd = 0._dp
Vd = 0._dp
Ud = 0._dp
mat(1,1) = 0._dp
mat(1,1) = mat(1,1)+v1*hd1(1)
mat(1,2) = 0._dp
mat(1,2) = mat(1,2)+v1*hd1(2)
mat(1,3) = 0._dp
mat(1,3) = mat(1,3)+v1*hd1(3)
mat(1,4) = 0._dp
mat(1,4) = mat(1,4)+v1*hdt1(1)
mat(1,5) = 0._dp
mat(1,5) = mat(1,5)+v1*hdt1(2)
mat(2,1) = 0._dp
mat(2,1) = mat(2,1)+v1*hd2(1)
mat(2,2) = 0._dp
mat(2,2) = mat(2,2)+v1*hd2(2)
mat(2,3) = 0._dp
mat(2,3) = mat(2,3)+v1*hd2(3)
mat(2,4) = 0._dp
mat(2,4) = mat(2,4)+v1*hdt2(1)
mat(2,5) = 0._dp
mat(2,5) = mat(2,5)+v1*hdt2(2)
mat(3,1) = 0._dp
mat(3,1) = mat(3,1)+v2*hd3(1)
mat(3,2) = 0._dp
mat(3,2) = mat(3,2)+v2*hd3(2)
mat(3,3) = 0._dp
mat(3,3) = mat(3,3)+v2*hd3(3)
mat(3,4) = 0._dp
mat(3,4) = mat(3,4)+v2*hdt3(1)
mat(3,5) = 0._dp
mat(3,5) = mat(3,5)+v2*hdt3(2)
mat(4,1) = 0._dp
mat(4,1) = mat(4,1)+Vn*hdp11(1)
mat(4,2) = 0._dp
mat(4,2) = mat(4,2)+Vn*hdp11(2)
mat(4,3) = 0._dp
mat(4,3) = mat(4,3)+Vn*hdp11(3)
mat(4,4) = 0._dp
mat(4,4) = mat(4,4)+Vn*hdtp11(1)
mat(4,5) = 0._dp
mat(4,5) = mat(4,5)+Vn*hdtp11(2)
mat(5,1) = 0._dp
mat(5,1) = mat(5,1)+Vn*hdp1(1)
mat(5,2) = 0._dp
mat(5,2) = mat(5,2)+Vn*hdp1(2)
mat(5,3) = 0._dp
mat(5,3) = mat(5,3)+Vn*hdp1(3)
mat(5,4) = 0._dp
mat(5,4) = mat(5,4)+Vn*hdtp1(1)
mat(5,5) = 0._dp
mat(5,5) = mat(5,5)+Vn*hdtp1(2)
mat2 = Matmul(Transpose(Conjg(mat)),mat)
If (Maxval(Abs(Aimag(mat2))).Eq.0._dp) Then
Call EigenSystem(Real(mat2,dp),MFd2,Ud1,ierr,test)
Ud2 = Ud1
Else
Call EigenSystem(mat2,MFd2,Ud2,ierr,test)
End If
If ((ierr.Eq.-8).Or.(ierr.Eq.-9)) Then
Write(ErrCan,*) "Possible numerical problem in "//NameOfUnit(Iname)
If (ErrorLevel.Eq.2) Then
Write(*,*) "Possible numerical problem in "//NameOfUnit(Iname)
Call TerminateProgram
End If
ierr = 0
End If
mat2 = Matmul(mat,Transpose(Conjg(mat)))
If (Maxval(Abs(Aimag(mat2))).Eq.0._dp) Then
Call EigenSystem (Real(mat2,dp),MFd2,Vd1,ierr,test)
Vd2 = Vd1
Else
Call EigenSystem(mat2,MFd2,Vd2,ierr,test)
End If
Vd2 = Conjg(Vd2)
If ((ierr.Eq.-8).Or.(ierr.Eq.-9)) Then
Write(ErrCan,*) "Possible numerical problem in "//NameOfUnit(Iname)
If (ErrorLevel.Eq.2) Then
Write(*,*) "Possible numerical problem in "//NameOfUnit(Iname)
Call TerminateProgram
End If
ierr = 0
End If
mat2 = Matmul(Matmul( Conjg(Vd2),mat),Transpose( Conjg(Ud2)))
Do i1=1,5
If (Abs(mat2(i1,i1)).gt.0._dp) Then
phaseM = mat2(i1,i1) / Abs(mat2(i1,i1))
Ud2(i1,:) = phaseM *Ud2(i1,:)
End if
End Do
Do i1=1,5
If (Abs(Ud2(i1,i1)).gt.0._dp) Then
phaseM = Ud2(i1,i1) / Abs(Ud2(i1,i1))
Ud2(i1,:) = Conjg(phaseM) *Ud2(i1,:)
Vd2(i1,:) = phaseM *Vd2(i1,:)
End if
If (MFd2(i1).ne.MFd2(i1)) Then
Write(*,*) 'NaN appearing in '//NameOfUnit(Iname)
Call TerminateProgram
End If
If (Abs(MFd2(i1)).Le.MaxMassNumericalZero) MFd2(i1) = Abs(MFd2(i1))+1.E-10_dp
If (MFd2(i1).Le.0._dp) Then
If (ErrorLevel.Ge.0) Then
Write(10,*) 'Warning from Subroutine '//NameOfUnit(Iname)
Write(10,*) 'a mass squarred is negative: ',i1,MFd2(i1)
Write(*,*) 'Warning from Subroutine '//NameOfUnit(Iname)
Write(*,*) 'a mass squarred is negative: ',i1,MFd2(i1)
Call TerminateProgram
End If
Write(ErrCan,*) 'Warning from routine '//NameOfUnit(Iname)
Write(ErrCan,*) 'in the calculation of the masses'
Write(ErrCan,*) 'occurred a negative mass squared!'
Write(ErrCan,*) i1,MFd2(i1)
Write(*,*) 'Warning from routine '//NameOfUnit(Iname)
Write(*,*) 'in the calculation of the masses'
Write(*,*) 'occurred a negative mass squared!'
Write(*,*) i1,MFd2(i1)
MFd2(i1) = 1._dp
SignOfMassChanged = .True.
! kont = -104
End if
End Do
If (ierr.Ne.0.) Then
Write(ErrCan,*) 'Warning from Subroutine CalculateMFd, ierr =',ierr
kont = ierr
Iname = Iname - 1
Return
End If
MFd = Sqrt( MFd2 )
Vd = Vd2
Ud = Ud2
Iname = Iname - 1
End Subroutine CalculateMFd
Subroutine CalculateMFu(hup11,hUp1,hup21,hUp2,hu11,h12,hU1,hU2,Vn,v1,v2, &
& Vu,Uu,MFu,kont)
Real(dp),Intent(in) :: Vn,v1,v2
Complex(dp),Intent(in) :: hup11(3),hUp1,hup21(3),hUp2,hu11(3),h12(3),hU1,hU2
Integer, Intent(inout) :: kont
Integer :: i1,i2,i3,i4, ierr
Integer :: j1,j2,j3,j4
Real(dp), Intent(out) :: MFu(4)
Complex(dp), Intent(out) :: Vu(4,4), Uu(4,4)
Complex(dp) :: mat(4,4)=0._dp, mat2(4,4)=0._dp, phaseM
Complex(dp) :: Vu2(4,4), Uu2(4,4)
Real(dp) :: Vu1(4,4), Uu1(4,4), test(2), MFu2(4)
Iname = Iname + 1
NameOfUnit(Iname) = 'CalculateMFu'
MFu = 0._dp
Vu = 0._dp
Uu = 0._dp
mat(1,1) = 0._dp
mat(1,1) = mat(1,1)+v2*hup11(1)
mat(1,2) = 0._dp
mat(1,2) = mat(1,2)+v2*hup11(2)
mat(1,3) = 0._dp
mat(1,3) = mat(1,3)+v2*hup11(3)
mat(1,4) = 0._dp
mat(1,4) = mat(1,4)+hUp1*v2
mat(2,1) = 0._dp
mat(2,1) = mat(2,1)+v2*hup21(1)
mat(2,2) = 0._dp
mat(2,2) = mat(2,2)+v2*hup21(2)
mat(2,3) = 0._dp
mat(2,3) = mat(2,3)+v2*hup21(3)
mat(2,4) = 0._dp
mat(2,4) = mat(2,4)+hUp2*v2
mat(3,1) = 0._dp
mat(3,1) = mat(3,1)+v1*h12(1)
mat(3,2) = 0._dp
mat(3,2) = mat(3,2)+v1*h12(2)
mat(3,3) = 0._dp
mat(3,3) = mat(3,3)+v1*h12(3)
mat(3,4) = 0._dp
mat(3,4) = mat(3,4)+hU2*v1
mat(4,1) = 0._dp
mat(4,1) = mat(4,1)+Vn*hu11(1)
mat(4,2) = 0._dp
mat(4,2) = mat(4,2)+Vn*hu11(2)
mat(4,3) = 0._dp
mat(4,3) = mat(4,3)+Vn*hu11(3)
mat(4,4) = 0._dp
mat(4,4) = mat(4,4)+hU1*Vn
mat2 = Matmul(Transpose(Conjg(mat)),mat)
If (Maxval(Abs(Aimag(mat2))).Eq.0._dp) Then
Call EigenSystem(Real(mat2,dp),MFu2,Uu1,ierr,test)
Uu2 = Uu1
Else
Call EigenSystem(mat2,MFu2,Uu2,ierr,test)
End If