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.. index::
single: Program; MPSSI
single: MPSSI
.. _UG\:sec\:mpssi:
:program:`mpssi`
================
.. only:: html
.. contents::
:local:
:backlinks: none
.. xmldoc:: <MODULE NAME="MPSSI">
%%Description:
<HELP>
%%Description:
In analogy to the RASSI program, the MPSSI program calculates overlaps, and matrix
elements of one-electron operators, and of the electronic Hamiltonian,
over a basis of matrix-product state (MPS) wave functions calculated by QCMaquis,
which may each have its own
independent set of orbitals. Energies and matrix elements are
computed also for the non-interacting linear combinations of states,
i.e., doing a limited CI using the MPS states as a non-orthogonal basis.
MPSSI can be used to compute dipole oscillator strengths,
spin-orbit interaction matrix elements as well as, for example, transition dipole
moments for spin-orbit eigenstates.
</HELP>
The
:program:`MPSSI` (MPS :index:`State Interaction`) program :cite:`knec16b` forms overlaps and
other :index:`matrix
elements <single: Matrix elements; DMRGSCF>` of the Hamiltonian and other operators
over a wave function basis, which consists of matrix-product state (MPS) wave functions,
each with an individual set of orbitals.
Following the philosophy of the :program:`RASSI` program, it is a generalized state-interaction approach
for both nonorthogonal and orthonormal spinfree
MPS wave functions which enables the evaluation of arbitrary one- and two-particle
transition matrix elements as well as, for example, matrix elements of the
spin-orbit coupling operator. For instance, diagonalization of the spin-orbit Hamiltonian
matrix yields spin-orbit coupled wave functions as linear combinations of the
uncoupled, spin-pure MPS states. The latter can (but do not have to) be obtained as
results from one or several DMRG-SCF orbital optimization calculations (see :program:`DMRGSCF`).
.. compound::
Following the work of Malmqvist :cite:`Malmqvist:89`, the central element of the MPS-SI algorithm
is the transformation of the bra and ket MPS wave functions to a biorthonormal basis
representation. It is important to note that the latter transformation is not needed if
the MPS wave functions considered for state interaction share a common MO basis.
In this particular case, the MPS-SI program directly proceeds with the calculation of
the reduced (transition) one- and two-particle density matrices. We emphasize that
our approach is applicable to the general case with MPS wave functions built from
mutually nonorthogonal molecular orbital bases. It therefore provides the desired
flexibility to find the best individual molecular orbital basis to represent wave functions
of different spin and/or spatial symmetry. After solving a generalized eigenvalue
equation of the form
.. math:: Hc = ESc
:label: egv
with the Hamiltonian matrix :math:`H` expressed in the basis of the DMRG-SCF MPS wave
functions and the wave function overlap matrix :math:`S`, a set of fully orthogonal and noninteracting
states are obtained as linear combinations of the DMRG-SCF MPS wave
functions with the expansion coefficients given by :math:`c` in Eq. :eq:`egv`.
Apart from computing oscillator strengths, overlaps and Hamiltonian
matrix elements can be used to compute :index:`electron transfer rates <single: Electron transfer rate>`, or
to form :index:`quasi-diabatic states <single: Quasi-diabatic states>` and reexpress matrix elements over a
basis of such states.
Moreover, it is possible to "dress" the diagonal elements of the Hamiltonian in
Eq. :eq:`egv` for MPS-SI by adding a correlation-correction term obtained, for example,
from a preceding NEVPT2 calculation (see Section 6), by either using the :kword:`HDIAG` keyword
within the :program:`RASSI` module or provide the :file:`nevpt2.h5` wave function file as input
.. index::
pair: Dependencies; MPSSI
.. _UG\:sec\:mpssi_dependencies:
Dependencies
------------
The :program:`MPSSI` program needs one or more :file:`dmrgscf.h5` files produced
by the :program:`DMRGSCF` program (or if :program:`MPSSI` is running subseuqently after a :program:`NEVPT2` calculation
one or more :file:`nevpt2.h5` files). Also, it needs a :file:`ONEINT` file from
:program:`SEWARD`, with overlap integrals and any one-electron
property integrals for the requested matrix elements. If Hamiltonian
matrix elements are used, also the :file:`ORDINT` file is needed.
or further information see the description of the :program:`RASSI` program (:numref:`UG:sec:rassi`).
.. index::
pair: Files; MPSSI
.. _UG\:sec\:mpssi_files:
Files
-----
Input files
...........
.. class:: filelist
:file:`ORDINT*`
Ordered two-electron integral file produced by the :program:`SEWARD`
program. In reality, this is up to 10 files in a multi-file system,
named ORDINT, ORDINT1,...,ORDINT9. This is necessary on some platforms
in order to store large amounts of data.
:file:`ONEINT`
The one-electron integral file from :program:`SEWARD`
:file:`dmrgscf.h5`
A number of :file:`dmrgscf.h5` files from different :program:`DMRGSCF` jobs.
Output files
............
.. class:: filelist
:file:`SIORBnn`
A number of files containing natural orbitals, (numbered sequentially as
:file:`SIORB01`, :file:`SIORB02`, etc.)
:file:`BRAORBnnmm`, :file:`KETORBnnmm`
A number of files containing binatural orbitals for the transition between
states nn and mm.
:file:`TOFILE`
This output is only created if :kword:`TOFIle` is given in the input.
It will contain the transition density matrix computed by :program:`MPSSI`.
Currently, this file is only used as input to :program:`QmStat` (NOT TESTED!).
:file:`EIGV`
Like :file:`TOFILE` this file is only created if :kword:`TOFIle` is given
in the input. It contains auxiliary information that is picked up
by :program:`QmStat` (NOT TESTED!).
.. :file:`UNSYM`
The derivative of the transition dipole moment desymmetrized.
.. index::
pair: Input; MPSSI
.. _UG\:sec\:mpssi_input:
Input
-----
This section describes the input to the
:program:`MPSSI` program in the |molcas| program system,
with the program name: ::
&MPSSI
When a keyword is followed by additional mandatory lines of input,
this sequence cannot be interrupted by a comment line. The first 4
characters of keywords are decoded. An unidentified keyword makes the
program stop. Note that :program:`MPSSI` shares **ALL** keywords with :program:`RASSI` which do **NOT** request CI-type
quantities. Below is just a list of additional keywords available for enabling the effective Hamiltonian from a
preceding :program:`NEVPT2` calculation, in order to achieve a state-dressing.
.. index::
pair: Keywords; MPSSI
Keywords
........
.. class:: keywordlist
:kword:`QDSC`
Enable the effective Hamiltonian from a quasi-degenerate (QD) multi-state strongly-contracted i(SC) :program:`NEVPT2`
calculation.
.. xmldoc:: <KEYWORD MODULE="MPSSI" NAME="QDSC" APPEAR="SC effective Hamiltonian" KIND="SINGLE" LEVEL="ADVANCED">
%%Keyword: QDSC <advanced>
<HELP>
Enable the QDSC (quasi-degenerate strongly contracted) effective Hamiltonian.
</HELP>
</KEYWORD>
:kword:`QDPC`
Enable the effective Hamiltonian from a quasi-degenerate (QD) multi-state partially-contracted (PC) :program:`NEVPT2`
calculation.
.. xmldoc:: <KEYWORD MODULE="MPSSI" NAME="QDPC" APPEAR="PC effective Hamiltonian" KIND="SINGLE" LEVEL="ADVANCED">
%%Keyword: QDPC <advanced>
<HELP>
Enable the QDPC (quasi-degenerate partially contracted) effective Hamiltonian.
</HELP>
</KEYWORD>
Input example
.............
An example with single JobIph:
::
&MPSSI
NrofJobIphs
1 2 --- 1 JobIph (actually an .h5 file) - 2 states to be read
1 2 --- which roots from the .h5 file.
FILE
1
n2+.dmrgscf.h5
omega
SPIN
EPRG
1.0
MEES
PROPerties
3
'AngMom' 1
'AngMom' 2
'AngMom' 3
* This input will compute spinfree and spin-orbit eigenstates in the space
* spanned by the 2 input functions
An example with two separate JobIphs (singlet and triplet calculation of methylene):
::
* Triplet calculation
&DMRGSCF
ActiveSpaceOptimizer=QCMaquis
DMRGSettings
max_bond_dimension=1024
nsweeps=10
EndDMRGSettings
OOptimizationSettings
Spin=3
Inactive=1
Ras2=6
NActEl=6,0,0
EndOOptimizationSettings
* Save JobIph, because it will be overwritten by the subsequent calculation
>> COPY $Project.JobIph JOBOLD
>> COPY $Project.dmrgscf.h5 $Project.trip.h5
* Save QCMaquis checkpoint since it will also be overwritten.
* COPY does not work on directories so we move it
>> EXEC mv $CurrDir/$Project.checkpoint_state.0.h5 $CurrDir/$Project.trip.checkpoint_state.0.h5
* The rasscf.h5 file contains the QCMaquis checkpoint file name.
* Now that QCMaquis checkpoint has been renamed, the name needs to
* be changed in the rasscf.h5 file. The script below accomplishes this
>> EXEC $MOLCAS/Tools/qcmaquis/qcm_checkpoint_rename.py $Project.trip.h5 -q
* Singlet calculation
&DMRGSCF
ActiveSpaceOptimizer=QCMaquis
DMRGSettings
max_bond_dimension=1024
nsweeps=10
EndDMRGSettings
OOptimizationSettings
Spin=1
Inactive=1
Ras2=6
NActEl=6,0,0
JobIph
EndOOptimizationSettings
* Perform checkpoint manipulations as with triplet
>> COPY $Project.dmrgscf.h5 $Project.sing.h5
>> EXEC mv $CurrDir/$Project.checkpoint_state.0.h5 $CurrDir/$Project.sing.checkpoint_state.0.h5
>> EXEC $MOLCAS/Tools/qcmaquis/qcm_checkpoint_rename.py $Project.sing.h5 -q
* Run MPSSI
&MPSSI
Nrof
2 1 1
1
1
FILE
2
$Project.trip.h5
$Project.sing.h5
EJOB
SOCOupling
0.0001
The input is similar to an analogous :program:`RASSI` input, with a notable exception of manipulations of QCMaquis checkpoints and :file:`rasscf.h5` files. Since the MPS is stored in QCMaquis checkpoint folders, these have to be saved in addition to the :file:`rasscf.h5` file. In addition, :file:`rasscf.h5` saves the QCMaquis checkpoint file name, so when the latter is renamed, also the name saved in :file:`rasscf.h5` must be changed. This is accomplished with the command ::
$MOLCAS/Tools/qcmaquis/qcm_checkpoint_rename.py <rasscf.h5> -q
.. xmldoc:: <INCLUDE MODULE="RASSI" />
.. xmldoc:: </MODULE>
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