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Fixed equation
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trex.org
19
trex.org
@ -121,7 +121,10 @@ arrays are 0-based. Hence, we introduce the ~index~ type which is an
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The functions $V_{A\ell}$ are parameterized as:
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\[
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V_{A \ell}(\mathbf{r}) = \sum_{q=1}^{N_{q \ell}} \beta_{A q \ell}\, |\mathbf{r}-\mathbf{R}_A}|^{n_{A q \ell}}\, e^{-\alpha_{A q \ell} |\mathbf{r}-\mathbf{R}_A|^2}}
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V_{A \ell}(\mathbf{r}) =
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\sum_{q=1}^{N_{q \ell}}
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\beta_{A q \ell}\, |\mathbf{r}-\mathbf{R}_{A}|^{n_{A q \ell}}\,
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e^{-\alpha_{A q \ell} |\mathbf{r}-\mathbf{R}_A|^2 }}
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\]
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See http://dx.doi.org/10.1063/1.4984046 for more info.
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@ -447,14 +450,14 @@ prim_factor =
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* Molecular orbitals (mo group)
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#+NAME: mo
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| Variable | Type | Dimensions | Description |
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|---------------+---------+--------------------+-----------------------------------------------------------------------|
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| Variable | Type | Dimensions | Description |
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|---------------+---------+--------------------+--------------------------------------------------------------------------|
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| ~type~ | ~str~ | | Free text to identify the set of MOs (HF, Natural, Local, CASSCF, /etc/) |
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| ~num~ | ~int~ | | Number of MOs |
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| ~coefficient~ | ~float~ | ~(ao.num, mo.num)~ | MO coefficients |
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| ~class~ | ~str~ | ~(mo.num)~ | Choose among: Core, Inactive, Active, Virtual, Deleted |
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| ~symmetry~ | ~str~ | ~(mo.num)~ | Symmetry in the point group |
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| ~occupation~ | ~float~ | ~(mo.num)~ | Occupation number |
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| ~num~ | ~int~ | | Number of MOs |
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| ~coefficient~ | ~float~ | ~(ao.num, mo.num)~ | MO coefficients |
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| ~class~ | ~str~ | ~(mo.num)~ | Choose among: Core, Inactive, Active, Virtual, Deleted |
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| ~symmetry~ | ~str~ | ~(mo.num)~ | Symmetry in the point group |
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| ~occupation~ | ~float~ | ~(mo.num)~ | Occupation number |
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#+CALL: json(data=mo, title="mo")
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