mirror of https://github.com/triqs/dft_tools
765 lines
32 KiB
Fortran
765 lines
32 KiB
Fortran
|
|
c ******************************************************************************
|
|
c
|
|
c TRIQS: a Toolbox for Research in Interacting Quantum Systems
|
|
c
|
|
c Copyright (C) 2011 by L. Pourovskii, V. Vildosola, C. Martins, M. Aichhorn
|
|
c
|
|
c TRIQS is free software: you can redistribute it and/or modify it under the
|
|
c terms of the GNU General Public License as published by the Free Software
|
|
c Foundation, either version 3 of the License, or (at your option) any later
|
|
c version.
|
|
c
|
|
c TRIQS is distributed in the hope that it will be useful, but WITHOUT ANY
|
|
c WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS
|
|
c FOR A PARTICULAR PURPOSE. See the GNU General Public License for more
|
|
c details.
|
|
c
|
|
c You should have received a copy of the GNU General Public License along with
|
|
c TRIQS. If not, see <http://www.gnu.org/licenses/>.
|
|
c
|
|
c *****************************************************************************/
|
|
|
|
PROGRAM dmftproj
|
|
C %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
|
|
C %% %%
|
|
C %% This prgm computes projections to a local (correlated) set of %%
|
|
C %% orbitals from the set of eigenfunctions obtained with Wien2k. %%
|
|
C %% %%
|
|
C %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
|
|
|
|
C Definiton of the variables :
|
|
C ----------------------------
|
|
USE almblm_data
|
|
USE common_data
|
|
USE file_names
|
|
USE prnt
|
|
USE symm
|
|
USE reps
|
|
IMPLICIT NONE
|
|
C
|
|
REAL(KIND=8) :: e_win, e_sum, elecn, qtot, qdum
|
|
REAL(KIND=8), DIMENSION(:,:), ALLOCATABLE :: Alm_sum, Qlm_sum
|
|
COMPLEX(KIND=8), DIMENSION(:,:,:,:), ALLOCATABLE :: occ_mat
|
|
COMPLEX(KIND=8), DIMENSION(:,:,:,:), ALLOCATABLE :: occ_mat_sym
|
|
C
|
|
COMPLEX(KIND=8) :: coff
|
|
COMPLEX(KIND=8),DIMENSION(-3:3,-3:3) :: tmpmat
|
|
INTEGER, DIMENSION(:,:), ALLOCATABLE :: lnreps
|
|
INTEGER, DIMENSION(:,:,:), ALLOCATABLE :: correps
|
|
INTEGER :: isrt, ie, l, m, isym, jatom
|
|
INTEGER :: lm, ik, ilo, ib, iatom, imu
|
|
INTEGER :: idum, i1, i2
|
|
INTEGER :: m1, m2, lm1, lm2
|
|
INTEGER :: is, irep, nbrep
|
|
INTEGER :: iorb, icrorb, nmaxrep
|
|
INTEGER :: paramflag, lcorr
|
|
LOGICAL :: ifcorr
|
|
REAL(KIND=8) :: fdum, rtetr
|
|
REAL(KIND=8),PARAMETER :: Elarge=1d6
|
|
C ================================
|
|
C Processing of the command line :
|
|
C ================================
|
|
CALL readcomline
|
|
C ====================================================
|
|
C Initialization of the variable ns (number of spin) :
|
|
C ====================================================
|
|
C If the computation uses spin-polarized input files, ns=2
|
|
ns=1
|
|
IF(ifSP) ns=2
|
|
C ===================================
|
|
C Opening of the input/output files :
|
|
C ===================================
|
|
CALL openfiles
|
|
C =========================================
|
|
C Reading of the input file case.indmftpr :
|
|
C =========================================
|
|
READ(iuinp,*)nsort
|
|
C nsort = number of sorts of atom
|
|
ALLOCATE(nmult(0:nsort))
|
|
nmult(0)=0
|
|
READ(iuinp,*)nmult(1:nsort)
|
|
C nmult = multiplicity for each sort of atom, table from 1 to nsort
|
|
natom=SUM(nmult(1:nsort))
|
|
C natom = total number of atoms in the unit cell
|
|
ALLOCATE(isort(natom))
|
|
iatom=0
|
|
DO isrt=1,nsort
|
|
DO imu=1,nmult(isrt)
|
|
iatom=iatom+1
|
|
isort(iatom)=isrt
|
|
ENDDO
|
|
ENDDO
|
|
C isort = table of correspondance iatom -> isort (from 1 to natom)
|
|
READ(iuinp,*)lmax
|
|
C lmax = maximal orbital number l for all the atoms
|
|
IF(ifSO) THEN
|
|
nlm=(lmax+1)*(lmax+1)*2
|
|
ELSE
|
|
nlm=(lmax+1)*(lmax+1)
|
|
ENDIF
|
|
C nlm = maximal number of matrix elements for an l-orbital
|
|
C only doubled when SO because of the up and down independent parts...
|
|
ALLOCATE(lsort(0:lmax,nsort))
|
|
ALLOCATE(defbasis(nsort))
|
|
ALLOCATE(lnreps(0:lmax,nsort))
|
|
IF(.not.ifSO) THEN
|
|
C Spin is a good quantum number and ireps are considered in orbital space only.
|
|
ALLOCATE(correps(2*lmax+1,0:lmax,nsort))
|
|
ELSE
|
|
C Spin is not a good quantum number anymore (possibility of basis which mixes up and dn states)
|
|
C the ireps are considered in spin+orbital space.
|
|
ALLOCATE(correps(2*(2*lmax+1),0:lmax,nsort))
|
|
ENDIF
|
|
ALLOCATE(ifSOflag(nsort))
|
|
DO isrt=1,nsort
|
|
READ(iuinp,*) defbasis(isrt)%typebasis
|
|
IF (defbasis(isrt)%typebasis(1:8)=='fromfile') THEN
|
|
READ(iuinp,*) defbasis(isrt)%sourcefile
|
|
ELSE
|
|
defbasis(isrt)%sourcefile = 'null'
|
|
ENDIF
|
|
C defbasis = table of correspondance isort -> "basistrans" element, table from 1 to nsort
|
|
C defbasis(isrt)%typebasis = "cubic", "complex" or "fromfile"
|
|
C defbasis(isrt)%sourcefile = the name of the file to read if typebasis="fromfile"
|
|
READ(iuinp,*)lsort(0:lmax,isrt)
|
|
READ(iuinp,*)lnreps(0:lmax,isrt)
|
|
C ifcorr is a flag who states if the atomic sort isrt has correlated orbitals.
|
|
ifcorr=.FALSE.
|
|
DO l=0,lmax
|
|
IF (lsort(l,isrt)==2) THEN
|
|
ifcorr=.TRUE.
|
|
C If lnreps(l,isrt)=1, the treatment is the same as a 0 value.
|
|
C because if the number of irep is 1, this irep will be the correlated one.
|
|
C
|
|
C ---------------------------------------------------------------------------------------
|
|
C Interruption of the prgm if the number of irep is not correct.
|
|
C -------------------------
|
|
C
|
|
IF (ifSO) THEN
|
|
C With SO, the number of ireps must not exceed 2*(2*l+1).
|
|
IF(lnreps(l,isrt).gt.(2*(2*l+1))) THEN
|
|
WRITE(buf,'(a,a,i2,a,i2,a)')' The number of ireps ',
|
|
& 'considered for l=',l,' and isrt=',isrt,
|
|
& ' is not possible.'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'END OF THE PRGM'
|
|
CALL printout(0)
|
|
STOP
|
|
END IF
|
|
ELSE
|
|
C Without SO, the number of ireps must not exceed (2*l+1).
|
|
IF(lnreps(l,isrt).gt.(2*l+1)) THEN
|
|
WRITE(buf,'(a,a,i2,a,i2,a)')' The number of ireps ',
|
|
& 'considered for l=',l,' and isrt=',isrt,
|
|
& ' is not possible.'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'END OF THE PRGM'
|
|
CALL printout(0)
|
|
STOP
|
|
END IF
|
|
ENDIF
|
|
C ---------------------------------------------------------------------------------------
|
|
C
|
|
C The description of the different ireps is considered only if there are more than 1 irep.
|
|
C that is to say if lnreps(l,isrt)=2, 3,...
|
|
IF(lnreps(l,isrt)>0) THEN
|
|
READ(iuinp,'(14i1)') correps(1:lnreps(l,isrt),l,isrt)
|
|
ENDIF
|
|
ENDIF
|
|
ENDDO
|
|
C The ifSO_flag is read only if there is a correlated orbital for the sort isrt.
|
|
IF (ifcorr) THEN
|
|
READ(iuinp,'(i1)') ifSOflag(isrt)
|
|
ENDIF
|
|
ENDDO
|
|
C lsort = index for each orbital (0 : not include / 1 : include / 2 : correlated), table from 0 to lmax, from 1 to nsort
|
|
C lnreps = number of irreducible representations for each orbital, table from 0 to lmax, from 1 to nsort (temporary variables)
|
|
C correps = index for each irreducible representations of the correlated orbital, table from 1 to lnreps(l,isrt), from 0 to lmax, from 1 to nsort (temporary variable)
|
|
C ifSOflag = table of correspondance isort -> optionSO (1 or 0). Only used for isort with correlated orbitals
|
|
READ(iuinp,*) e_bot,e_top
|
|
C e_bot, e_top : lower and upper limits of the energy window
|
|
C
|
|
C ---------------------------------------------------------------------------------------
|
|
C Interruption of the prgm if the energy window is not well-defined.
|
|
C -------------------------
|
|
C
|
|
IF(e_bot.gt.e_top) THEN
|
|
WRITE(buf,'(a,a)')' The energy window ',
|
|
& ' is ill-defined.'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'END OF THE PRGM'
|
|
CALL printout(0)
|
|
STOP
|
|
END IF
|
|
C ---------------------------------------------------------------------------------------
|
|
C
|
|
C =====================================================================
|
|
C Writing in the output file case.outdmftpr the previous informations :
|
|
C =====================================================================
|
|
WRITE(buf,'(a,a)')'Welcome in DMFTPROJ: ',
|
|
& 'PROJECTION TO LOCALIZED BASIS'
|
|
CALL printout(1)
|
|
WRITE(buf,'(a,a)')'This prgm will build',
|
|
& ' the Wannier projectors to the'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,a)')'localized orbitals of an atom',
|
|
& ' onto which DMFT will be applied.'
|
|
CALL printout(1)
|
|
WRITE(buf,'(a)')'You are performing a computation'
|
|
CALL printout(0)
|
|
C Spin orbit option
|
|
IF(ifSO) THEN
|
|
WRITE(buf,'(a)')'in which Spin-Orbit is included.'
|
|
ELSE
|
|
WRITE(buf,'(a)')'without Spin-Orbit.'
|
|
ENDIF
|
|
CALL printout(0)
|
|
C Spin polarized option
|
|
IF(ifSP) THEN
|
|
WRITE(buf,'(a)')'using Spin-Polarized Wien2k input files.'
|
|
ELSE
|
|
WRITE(buf,'(a)')'using Paramagnetic Wien2k input files.'
|
|
ENDIF
|
|
CALL printout(0)
|
|
IF (ifSO.AND.(.not.ifSP)) THEN
|
|
WRITE(buf,'(a,a)')'You must use Spin-Polarized input files',
|
|
& ' to perform Spin-Orbit computation, with this version.'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'END OF THE PRGM'
|
|
CALL printout(0)
|
|
STOP
|
|
ENDIF
|
|
C Printing nsort, nmult
|
|
WRITE(buf,'(a)')'======================================='
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,i3)')'Sorts of atoms = ',nsort
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,50i2)')'Equivalent sites per each sort:',
|
|
& nmult(1:nsort)
|
|
CALL printout(1)
|
|
C
|
|
norb=0
|
|
ncrorb=0
|
|
ALLOCATE(notinclude(1:nsort))
|
|
DO isrt=1,nsort
|
|
WRITE(buf,'(a)')'-------------------------------------'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,i2,a)')'For the sort ',isrt,' :'
|
|
CALL printout(0)
|
|
notinclude(isrt)=.TRUE.
|
|
C Printing the name of the included orbitals for each sort
|
|
DO l=0,lmax
|
|
IF(lsort(l,isrt).NE.0) THEN
|
|
WRITE(buf,'(a,i2,a)')'The orbital l=',l,' is included.'
|
|
CALL printout(0)
|
|
norb=norb+nmult(isrt)
|
|
notinclude(isrt)=.FALSE.
|
|
ENDIF
|
|
ENDDO
|
|
C The variable notinclude(isrt) is a boolean which precises whether the sort isrt
|
|
C is considered in the pbm. (whether there is at least one lsort(l,isrt) not 0.)
|
|
IF (notinclude(isrt)) THEN
|
|
WRITE(buf,'(a)')'No orbital is included.'
|
|
CALL printout(0)
|
|
CALL printout(0)
|
|
cycle
|
|
C If no orbital of isrt is included, they can't be correlated orbitals.
|
|
END IF
|
|
CALL printout(0)
|
|
C Determination of the total number of correlated orbitals for each sort
|
|
DO l=0,lmax
|
|
IF(lsort(l,isrt)==2) THEN
|
|
ncrorb=ncrorb+nmult(isrt)
|
|
ENDIF ! End of the lsort=2 if-then-else
|
|
ENDDO ! End of the l loop
|
|
ENDDO ! End of the isrt loop
|
|
C norb = total number of included orbitals in the system
|
|
C ncrorb = total number of correlated orbitals in the system
|
|
C
|
|
C ---------------------------------------------------------------------------------------
|
|
C Interruption of the prgm if no orbital is included.
|
|
C -------------------------
|
|
C
|
|
IF (norb==0) THEN
|
|
WRITE(buf,'(a,a)')'You must include at least one orbital.'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'END OF THE PRGM'
|
|
CALL printout(0)
|
|
STOP
|
|
ENDIF
|
|
C ---------------------------------------------------------------------------------------
|
|
C
|
|
C ===========================================================================================
|
|
C Initialization of the "orbital-type" tables orb and crorb, tables of size norb and ncrorb :
|
|
C ===========================================================================================
|
|
ALLOCATE(orb(norb),crorb(ncrorb))
|
|
iorb=0
|
|
icrorb=0
|
|
DO isrt=1,nsort
|
|
IF (notinclude(isrt)) cycle
|
|
DO l=0,lmax
|
|
IF(lsort(l,isrt).NE.0) THEN
|
|
C -------------------------------
|
|
C For all the included orbitals :
|
|
C -------------------------------
|
|
DO imu=1,nmult(isrt)
|
|
iatom=SUM(nmult(0:isrt-1))+imu
|
|
iorb=iorb+1
|
|
orb(iorb)%atom=iatom
|
|
C the field orb%atom = number of the atom when classified in the order (isort,imult)
|
|
orb(iorb)%sort=isrt
|
|
C the field orb%sort = sort of the associated atom
|
|
orb(iorb)%l=l
|
|
C the field orb%l = the orbital number l
|
|
IF(imu==1) THEN
|
|
orb(iorb)%first=.TRUE.
|
|
ELSE
|
|
orb(iorb)%first=.FALSE.
|
|
ENDIF
|
|
C the field orb%first = boolean (if first_atom of the sort isort or not)
|
|
IF(lnreps(l,isrt).NE.0) THEN
|
|
orb(iorb)%ifsplit=.TRUE.
|
|
ELSE
|
|
orb(iorb)%ifsplit=.FALSE.
|
|
ENDIF
|
|
C the field orb%ifsplit = boolean (if ireps are used or not)
|
|
ENDDO
|
|
C
|
|
IF(lsort(l,isrt)==2) THEN
|
|
C ---------------------------------
|
|
C For all the correlated orbitals :
|
|
C ---------------------------------
|
|
DO imu=1,nmult(isrt)
|
|
iatom=SUM(nmult(0:isrt-1))+imu
|
|
icrorb=icrorb+1
|
|
crorb(icrorb)%atom=iatom
|
|
C the field crorb%atom = number of the atom when classified in the order (isort,imult)
|
|
crorb(icrorb)%sort=isrt
|
|
C the field crorb%sort = sort of the associated atom
|
|
crorb(icrorb)%l=l
|
|
C the field crorb%l = the orbital number l
|
|
IF(imu==1) THEN
|
|
crorb(icrorb)%first=.TRUE.
|
|
ELSE
|
|
crorb(icrorb)%first=.FALSE.
|
|
ENDIF
|
|
C the field orb%first = boolean (if first_atom of the sort isort or not)
|
|
IF(lnreps(l,isrt).NE.0) THEN
|
|
crorb(icrorb)%ifsplit=.TRUE.
|
|
ALLOCATE(crorb(icrorb)%correp(lnreps(l,isrt)))
|
|
crorb(icrorb)%correp=.FALSE.
|
|
DO irep=1,lnreps(l,isrt)
|
|
IF(correps(irep,l,isrt)==1)
|
|
& crorb(icrorb)%correp(irep)=.TRUE.
|
|
ENDDO
|
|
C the field crorb%correp is defined only when crorb%ifsplit= true
|
|
C the field orb%correp = boolean table of size lnreps(l,isrt) : True if the ireps is correlated, False otherwise
|
|
ELSE
|
|
crorb(icrorb)%ifsplit=.FALSE.
|
|
ENDIF
|
|
C the field orb%ifsplit = boolean (if ireps are used or not)
|
|
IF (ifSOflag(isrt)==1) THEN
|
|
crorb(icrorb)%ifSOat=1
|
|
ELSE
|
|
crorb(icrorb)%ifSOat=0
|
|
ENDIF
|
|
C the field crorb%ifSOflag = boolean (if SO are used or not)
|
|
ENDDO
|
|
ENDIF ! End of the lsort=2 if-then-else
|
|
ENDIF ! End of the lsort>0 if-then-else
|
|
ENDDO ! End of the l loop
|
|
ENDDO ! End of the isrt loop
|
|
C
|
|
C Printing the size of the Energy window
|
|
CALL printout(0)
|
|
WRITE(buf,'(2(a,f10.5),a)')
|
|
& 'The Eigenstates are projected in an energy window from ',
|
|
& e_bot,' Ry to ',e_top,' Ry around the Fermi level.'
|
|
CALL printout(1)
|
|
C
|
|
C =======================================================================================
|
|
C Reading of the transformation matrices from the complex to the required angular basis :
|
|
C =======================================================================================
|
|
CALL set_ang_trans
|
|
C
|
|
C ======================================================================================
|
|
C Comparing data about correlated ireps and the description of transformation matrices :
|
|
C ======================================================================================
|
|
C
|
|
CALL printout(0)
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'======================================='
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'Precisions about correlated orbitals.'
|
|
CALL printout(0)
|
|
CALL printout(0)
|
|
DO isrt=1,nsort
|
|
IF (notinclude(isrt)) cycle
|
|
WRITE(buf,'(a)')'-------------------------------------'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,i2,a)')'For the sort ',isrt,' :'
|
|
CALL printout(0)
|
|
lcorr=0
|
|
DO l=0,lmax
|
|
C Only correlated orbital l of isrt are considered here.
|
|
IF (lsort(l,isrt)==2) THEN
|
|
lcorr=lcorr+1
|
|
C If the whole orbital is correlated (lnreps=0 in this case)
|
|
IF (lnreps(l,isrt)==0) THEN
|
|
WRITE(buf,'(a,i2,a)')'The whole orbital l=',l,
|
|
& ' is included as correlated.'
|
|
CALL printout(0)
|
|
C If only one particular irep of the orbital is correlated
|
|
ELSE
|
|
C
|
|
C For a computation without spin-orbit or a computation with SO and with a basis which mixes up and dn states.
|
|
C ------------------------------------------------------------------------------------------------------------
|
|
IF ((.not.ifSO).OR.
|
|
& (ifSO.AND.(l.NE.0).AND.reptrans(l,isrt)%ifmixing))
|
|
& THEN
|
|
C without SO, the case l=0 can not occur since lnreps(0,isrt)=0.
|
|
C
|
|
C ---------------------------------------------------------------------------------------
|
|
C Interruption of the prgm if the data about ireps are conflicting.
|
|
C -------------------------
|
|
C
|
|
IF (lnreps(l,isrt).NE.reptrans(l,isrt)%nreps) THEN
|
|
WRITE(buf,'(a,a,i2,a)')
|
|
& 'The number of ireps considered ',
|
|
& 'for the orbital l= ', l ,' is wrong.'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'END OF THE PRGM'
|
|
CALL printout(0)
|
|
STOP
|
|
C ---------------------------------------------------------------------------------------
|
|
C
|
|
C Writing in the output file case.outdmftpr the irep considered as correlated.
|
|
ELSE
|
|
nbrep=0
|
|
DO irep=1,lnreps(l,isrt)
|
|
IF (correps(irep,l,isrt)==1) THEN
|
|
WRITE(buf,'(a,i2,a,i2,a)')
|
|
& 'The irep ',irep,' of orbital l= ', l,
|
|
& ' is considered as correlated.'
|
|
CALL printout(0)
|
|
nbrep=nbrep+1
|
|
ENDIF
|
|
ENDDO
|
|
C ---------------------------------------------------------------------------------------
|
|
C Printing a Warning if more than one irep for one value of l is considered.
|
|
C -------------------
|
|
C
|
|
IF (nbrep.gt.1) THEN
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,a)') 'WARNING : ',
|
|
& 'more than 1 irep is included as correlated.'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,a,a)') ' ',
|
|
& 'The calculation may not be correct ',
|
|
& 'in this case.'
|
|
CALL printout(1)
|
|
ENDIF
|
|
ENDIF ! End of the data-conflict if-then-else
|
|
C
|
|
C For a computation with spin-orbit with basis which doesn't mix up and dn states.
|
|
C --------------------------------------------------------------------------------
|
|
ELSE
|
|
WRITE(buf,'(a,i2,a)')'The whole orbital l=',l,
|
|
& ' is included as correlated.'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,a)')'because this computation ',
|
|
& 'includes Spin-Orbit coupling.'
|
|
CALL printout(0)
|
|
ENDIF ! End of the ifSo if-then-else
|
|
ENDIF ! End of the lnreps=0 if-then-else
|
|
ENDIF ! End of the lsort=2 if-then-else
|
|
C In the case of no correlated orbitals are considered for the atomic sort isrt :
|
|
ENDDO ! End of the l loop
|
|
IF (lcorr==0) THEN
|
|
WRITE(buf,'(a,a)')'No orbital is included as correlated.'
|
|
CALL printout(0)
|
|
ENDIF ! End of the lcorr=0 if-then-else
|
|
ENDDO ! End of the isrt loop
|
|
CALL printout(0)
|
|
DEALLOCATE(lnreps,correps)
|
|
C lnreps and correps can not be used anymore...
|
|
C
|
|
C ==================================
|
|
C Setting of the symmetry matrices :
|
|
C ==================================
|
|
CALL setsym
|
|
C
|
|
C =========================================================================================
|
|
C Reading of the Wien2k informations in the case.almblm file (generated by x lapw2 -almd) :
|
|
C =========================================================================================
|
|
C
|
|
CALL printout(0)
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'======================================='
|
|
CALL printout(0)
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,a)')'Reading of the file ',almblm_file
|
|
CALL printout(0)
|
|
C Reading of the klist_band file if the computation if band oriented (option -band)
|
|
IF(ifBAND) CALL read_k_list
|
|
DO is=1,ns
|
|
C If the computation is spin-polarized, there are two differents file (up and down)
|
|
IF(is==2) THEN
|
|
CLOSE(iualmblm)
|
|
OPEN(iualmblm,file=almblm_file_sp2,status='old')
|
|
WRITE(buf,'(a,a)')'Reading of the file ',almblm_file_sp2
|
|
CALL printout(0)
|
|
ENDIF
|
|
C -------------------------------------------------------------
|
|
C Reading of the general informations in the case.almblm file :
|
|
C -------------------------------------------------------------
|
|
READ(iualmblm,*)elecn
|
|
READ(iualmblm,*)nk
|
|
READ(iualmblm,*)nloat
|
|
C elecn = total number of semicore+valence electrons in the system
|
|
C nk = total number of k_points
|
|
C nloat = maximal number of LO (local orbitals in LAPW expansion)
|
|
IF(ifBAND) THEN
|
|
IF (is==1) READ(iuinp,*)eferm
|
|
READ(iualmblm,*)
|
|
ELSE
|
|
READ(iualmblm,*)eferm
|
|
ENDIF
|
|
C eferm = fermi level (if the computation is band-oriented, it is read in case.indmftpr)
|
|
IF(is==1) THEN
|
|
ALLOCATE(kp(nk,ns),u_dot_norm(0:lmax,nsort,ns))
|
|
ALLOCATE(ovl_LO_u(nloat,0:lmax,nsort,ns))
|
|
ALLOCATE(ovl_LO_udot(nloat,0:lmax,nsort,ns))
|
|
ALLOCATE(nLO(0:lmax,nsort))
|
|
ENDIF
|
|
nLO=0
|
|
DO isrt=1,nsort
|
|
C Beginning of the loop on the sort of atoms (isort)
|
|
|
|
DO l=0,lmax
|
|
READ(iualmblm,*)u_dot_norm(l,isrt,is)
|
|
READ(iualmblm,*)nLO(l,isrt)
|
|
C
|
|
C ---------------------------------------------------------------------------------------
|
|
C Interruption of the prgm if nLO is more than 1.
|
|
C -------------------------
|
|
C
|
|
IF (nLO(l,isrt) > 1) THEN
|
|
WRITE(buf,'(a,a)')'The current version of DMFTproj ',
|
|
& ' cannot be used with more than 1 LO orbital by atom. '
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,i2,a,i2)')
|
|
& ' This is not the case for the orbital l= ',l,
|
|
& ' of the atomic sort ',isrt
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'END OF THE PRGM'
|
|
CALL printout(0)
|
|
STOP
|
|
END IF
|
|
C ---------------------------------------------------------------------------------------
|
|
C
|
|
C It is assumed in the following that nLO is 0 or 1.
|
|
DO ilo=1,nLO(l,isrt)
|
|
READ(iualmblm,*)ovl_LO_u(ilo,l,isrt,is),
|
|
& ovl_LO_udot(ilo,l,isrt,is)
|
|
ENDDO
|
|
ENDDO
|
|
C kp = table of "kp_data" elements. It ranges from 1 to nk and from 1 to ns.
|
|
C u_dot_norm(isort,l) = norm <u_dotl1|u_dotl1> for the orbital
|
|
C nLO(isort,l) = number of LO (local orbitals) for each orbital of each sort (its value is assumed to be 0 or 1)
|
|
C ovl_LO_u(isort, l) = overlap element <ul2|ul1> for the LO orbitals
|
|
C ovl_LO_udot(isort, l) = overlap element <ul2|u-dotl1> for the LO orbitals
|
|
C These informations are relative to the basis set for the atomic eigenstates (LAPW-APW expansion)
|
|
C
|
|
C --------------------------------------------------------------
|
|
C For each kpoints and isrt, the "kp_data" elements are filled :
|
|
C --------------------------------------------------------------
|
|
DO ik=1,nk
|
|
READ(iualmblm,'()')
|
|
READ(iualmblm,'()')
|
|
READ(iualmblm,*)idum,kp(ik,is)%nbmin,kp(ik,is)%nbmax
|
|
C idum = useless variable in case.almblm
|
|
C kp(ik,is)%nbmin = index of the lowest band
|
|
C kp(ik,is)%nbmzx = index of the uppest band
|
|
IF(.NOT.ALLOCATED(kp(ik,is)%Alm)) THEN
|
|
ALLOCATE(kp(ik,is)%eband(kp(ik,is)
|
|
& %nbmin:kp(ik,is)%nbmax))
|
|
ALLOCATE(kp(ik,is)%Alm(nlm,natom,
|
|
& kp(ik,is)%nbmin:kp(ik,is)%nbmax))
|
|
ALLOCATE(kp(ik,is)%Blm(nlm,natom,
|
|
& kp(ik,is)%nbmin:kp(ik,is)%nbmax))
|
|
ALLOCATE(kp(ik,is)%Clm(nloat,nlm,natom,
|
|
& kp(ik,is)%nbmin:kp(ik,is)%nbmax))
|
|
ALLOCATE(kp(ik,is)%tetrweight(kp(ik,is)%nbmin:
|
|
& kp(ik,is)%nbmax))
|
|
ENDIF
|
|
DO ib=kp(ik,is)%nbmin,kp(ik,is)%nbmax
|
|
READ(iualmblm,*)rtetr,kp(ik,is)%eband(ib)
|
|
kp(ik,is)%tetrweight(ib)=CMPLX(rtetr,0d0)
|
|
ENDDO
|
|
C rtetr = tetrahedron weights of the band ib at this kpoint
|
|
C the field kp(ik,is)%eband(ib) = eigenvalues of the ib band at this kpoint
|
|
C the field kp(ik,is)%tetrweight(ib) = the tetrahedron weights are set as complex number to avoid problems with SQRT(tetrweight)
|
|
kp(ik,is)%weight=REAL(kp(ik,is)%tetrweight
|
|
& (kp(ik,is)%nbmin))
|
|
C the field kp(ik,is)%weight = value of the tetrahedron weight of the lowest band (fully occupied) at this kpoint -> "a geometric factor"
|
|
kp(ik,is)%eband=kp(ik,is)%eband-eferm
|
|
C the eigenvalues kp(ik,is)%eband are shifted with respect to the fermi level.
|
|
C
|
|
C Reading of the Alm, Blm and Clm coefficient
|
|
DO imu=1,nmult(isrt)
|
|
iatom=SUM(nmult(0:isrt-1))+imu
|
|
READ(iualmblm,'()')
|
|
READ(iualmblm,*)idum
|
|
DO ib=kp(ik,is)%nbmin,kp(ik,is)%nbmax
|
|
lm=0
|
|
DO l=0,lmax
|
|
DO m=-l,l
|
|
lm=lm+1
|
|
READ(iualmblm,*)kp(ik,is)%Alm(lm,iatom,ib),
|
|
& kp(ik,is)%Blm(lm,iatom,ib)
|
|
DO ilo=1,nLO(l,isrt)
|
|
READ(iualmblm,*)kp(ik,is)%Clm(ilo,lm,iatom,ib)
|
|
ENDDO
|
|
ENDDO ! End of the m loop
|
|
ENDDO ! End of the l loop
|
|
ENDDO ! End of the ib loop
|
|
ENDDO ! End of the imu loop
|
|
C the field kp(ik,is)%Alm = coefficient A_(lm,ib,iatom)(ik,is) as defined in equation (2.34) of my thesis (equation (??) of the tutorial)
|
|
C the field kp(ik,is)%Blm = coefficient B_(lm,ib,iatom)(ik,is) as defined in equation (2.34) of my thesis (equation (??) of the tutorial)
|
|
C the field kp(ik,is)%Clm = coefficient C_(ilo,lm,ib,iatom)(ik,is) as defined in equation (2.34) of my thesis (equation (??) of the tutorial)
|
|
C Their explicit expression depends of the representation (LAPW or APW). They enable to compute the projectors.
|
|
C These values are given for all the orbitals (even those which are not included in the study)
|
|
ENDDO ! End of the loop on kp
|
|
ENDDO ! End of the loop on isort
|
|
ENDDO ! End of the loop on ns (spin)
|
|
C End of reading the case.almblm.file
|
|
C Printing in the file case.outdmftpr the fermi level (in Rydberg)
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,f10.5,a)')'The value of the Fermi Energy is ',
|
|
& eferm,' Ry.'
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,a)')'All the considered energies are now given ',
|
|
& 'with respect to this value. (E_Fermi is now 0 Ry)'
|
|
CALL printout(1)
|
|
C
|
|
C
|
|
C ==============================================================
|
|
C Computation of the density matrices up to the Fermi level Ef :
|
|
C ==============================================================
|
|
C
|
|
WRITE(buf,'(a)')'======================================='
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,a)')'Computation of the Occupancies ',
|
|
& 'and Density Matrices up to E_Fermi'
|
|
CALL printout(1)
|
|
C ----------------------------------------
|
|
C Setting up the projections for all bands
|
|
C ----------------------------------------
|
|
CALL set_projections(-Elarge,Elarge)
|
|
|
|
|
|
C Elarge is an energy variable equal to 1.d6 Rydberg (very large !!!)
|
|
C
|
|
C ---------------------------------------------------------
|
|
C Computation of the density matrices and the total charges
|
|
C ---------------------------------------------------------
|
|
C
|
|
IF(.NOT.ifBAND) CALL density(.TRUE.,.FALSE.,qdum,.TRUE.)
|
|
C For the integration, tetrahedron weights are used.
|
|
C The computation is performed for all the included orbitals
|
|
C and the density matrices are printed in the file case.outdmftpr
|
|
C qdum is the total charge density. (unused variable)
|
|
C
|
|
C The calculation of Wannier projectors is performed only if correlated orbitals are included.
|
|
IF(ncrorb.NE.0) THEN
|
|
C
|
|
C =====================================================================
|
|
C Computation of the charge below the lower limit e_bot of the window :
|
|
C =====================================================================
|
|
C
|
|
WRITE(buf,'(a)')'======================================='
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,a,f10.5,a)')'Computation of the total ',
|
|
& 'Charge below the lower limit of the energy window :',
|
|
& e_bot,' Ry'
|
|
CALL printout(1)
|
|
C
|
|
C ----------------------------------------
|
|
C Setting up the projections for all bands
|
|
C ----------------------------------------
|
|
CALL set_projections(-Elarge,e_bot)
|
|
C
|
|
C ---------------------------------------------------------
|
|
C Computation of the density matrices and the total charges
|
|
C ---------------------------------------------------------
|
|
C
|
|
IF(.NOT.ifBAND) CALL density(.FAlSE.,.FALSE.,qtot,.FALSE.)
|
|
C A simple point integration is used.
|
|
C The computation is performed for all the included orbitals.
|
|
C qtot is the total charge density below e_bot.
|
|
C Nothing will be printed in the file case.outdmftpr apart from the total charge qtot.
|
|
C
|
|
C
|
|
C ============================================================
|
|
C Computation of the Wannier projectors in the energy window :
|
|
C ============================================================
|
|
C
|
|
WRITE(buf,'(a)')'======================================='
|
|
CALL printout(0)
|
|
WRITE(buf,'(a,a,a,f10.5,a,f10.5,a)')'Computation of the ',
|
|
& 'Occupancies and Density Matrices in the desired ',
|
|
& 'energy window [ ',e_bot,'; ',e_top,']'
|
|
CALL printout(1)
|
|
C
|
|
C ----------------------------------------
|
|
C Setting up the projections for all bands
|
|
C ----------------------------------------
|
|
CALL set_projections(e_bot,e_top)
|
|
C
|
|
C ------------------------------------------------------------------------------
|
|
C Orthonormalization of the projectors for correlated orbitals P(icrorb,ik,is) :
|
|
C ------------------------------------------------------------------------------
|
|
IF(ifSO) THEN
|
|
C In this case, up and dn states must be orthogonalized together
|
|
C because the spin is not a good quantum number anymore.
|
|
CALL orthogonal_wannier_SO
|
|
ELSE
|
|
C In this case, up and dn states can be orthogonalized separately
|
|
CALL orthogonal_wannier
|
|
ENDIF
|
|
C
|
|
C ---------------------------------------------------------
|
|
C Computation of the density matrices and the total charges
|
|
C ---------------------------------------------------------
|
|
C Tetrahedron weights are used, the computation are done for correlated orbitals only and are printed in the outputfile.
|
|
IF(.NOT.ifBAND) CALL density(.TRUE.,.TRUE.,qdum,.TRUE.)
|
|
C For the integration, tetrahedron weights are used.
|
|
C The computation is performed for the correlated orbitals only
|
|
C and the density matrices are printed in the file case.outdmftpr
|
|
C qdum is the total charge density in the energy window. (unused variable)
|
|
C
|
|
C
|
|
C Writing the output files for DMFT computations :
|
|
C ------------------------------------------------
|
|
IF(.NOT.ifBAND) THEN
|
|
CALL outqmc(elecn,qtot)
|
|
CALL outbwin
|
|
ELSE
|
|
CALL outband
|
|
ENDIF
|
|
ENDIF
|
|
C End of the prgm
|
|
CALL printout(0)
|
|
WRITE(buf,'(a)')'END OF THE PRGM'
|
|
CALL printout(0)
|
|
C
|
|
END
|
|
|
|
|
|
|
|
|
|
|
|
|