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User's guide
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@ -5,10 +5,10 @@ The input data is stored in a `EZFIO`_ database. It is a hierarchical data
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format which uses the hierarchy of the file system to organize the data, stored
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in a directory.
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To access the data in the EZFIO file, you can use the provided API (Fortran,
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Python, OCaml or bash), or tools such as `qp_edit` provided with the Quantum
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Python, OCaml or Bash), or tools such as ``qp_edit`` provided with the Quantum
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Package. The data in the EZFIO directory is stroed as plain text files, so
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it can be read with a text editor.
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To create an EZFIO directory from scratch, the `qp_create_ezfio_from_xyz` should
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To create an EZFIO directory from scratch, the ``qp_create_ezfio_from_xyz`` should
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be used.
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qp_create_ezfio_from_xyz
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@ -28,8 +28,6 @@ Flags ::
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[-m int] Spin multiplicity (2S+1) of the molecule. Default is 1.
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[-o file] Name of the created EZFIO file.
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[-p string] Name of the pseudopotential
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[-build-info] print info about this build and exit
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[-version] print the version of this build and exit
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[-help] print this help text and exit
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(alias: -?)
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@ -54,7 +52,7 @@ qp_set_mo_class
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Usage ::
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qp_set_mo_class EZFIO_DIRECTORY
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qp_set_mo_class [FLAGS] EZFIO_DIRECTORY
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Flags ::
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@ -65,8 +63,6 @@ Flags ::
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[-inact range] Range of inactive orbitals
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[-q] Query: print the current masks
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[-virt range] Range of virtual orbitals
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[-build-info] print info about this build and exit
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[-version] print the version of this build and exit
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[-help] print this help text and exit
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(alias: -?)
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@ -89,9 +85,9 @@ Virtual
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To avoid errors, all the MOs should be given a class.
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The range of MOs are given like the ranges in SLURM commands. For example,
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`"[36-53,72-107,126-131]"`.
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``"[36-53,72-107,126-131]"``.
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To quickly setup a frozen core calculation, the script `qp_set_frozen_core.py`
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To quickly setup a frozen core calculation, the script ``qp_set_frozen_core.py``
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can be used::
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qp_set_frozen_core.py EZFIO_DIRECTORY
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@ -108,21 +104,26 @@ Excited states
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--------------
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It is possible to run excited states calculations with the quantum package. To
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do this, set the `n_states` variable in the `Determinants` section to the
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do this, set the ``n_states`` variable in the ``Determinants`` section to the
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number of requested states. The selection criterion will be the maximum of the
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selection criteria for each state. If the Davidson diagonalization has
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difficulties to converge, increase the `n_states_diag` variable in the
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`Davidson` section.
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difficulties to converge, increase the ``n_states_diag`` variable in the
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``Davidson`` section.
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When computing multiple states, it is good to have the `s2_eig` flag of the
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`Determinants` section set to `true`. This will force the Davidson algorithm to
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When computing multiple states, it is good to have the ``s2_eig`` flag of the
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``Determinants`` section set to ``true``. This will force the Davidson algorithm to
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choose only vectors with a value of S^2 equal to the ``expected_s2``.
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Otherwise, different spin states will come out in the diagonalization.
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The Quantum Package doesn't take account of the symmetry. Due to numerical
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noise, excited states of different symmetries may enter in the calculation.
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Note that it is possible to make state-average calculation of states with
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different symmetries and/or different spin multiplicities.
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To include excited state of all possible symmetries, a simple trick is to
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run a preliminary multi-state CIS calculation, and then running the selected
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FCI restarting from the CIS states, setting the `read_wf` flag of the
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`Determinants` section tp `true`.
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FCI restarting from the CIS states, setting the ``read_wf`` flag of the
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``Determinants`` section to ``true``.
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Usually, it is good practice to use state-averaged MOs so that all states have
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MOs of comparable quality. For example, when searching for a singly excited
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@ -134,22 +135,13 @@ calculation.
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Natural orbitals
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----------------
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To produce state-average natural orbitals, run
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To produce state-average natural orbitals, run ::
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```
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qp_run save_natorb file.ezfio
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```
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qp_run save_natorb file.ezfio
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The MOs will be replaced, so the two-electron integrals and the wave function are invalidated as well.
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The QP doesn't take account of the symmetry. For reasons due to numerical noise,
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excited states of different symmetries may enter in the calculation.
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Note that it is possible to make state-average calculation of states with different
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symmetries and/or different spin multiplicities.
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.. _EZFIO: http://gitlab.com/scemama/EZFIO
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