LTBOUNDLIBXC: Difference between revisions
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{{TAGDEF|LTBOUNDLIBXC|.TRUE. {{!}} .FALSE. |.FALSE.}} | {{TAGDEF|LTBOUNDLIBXC|.TRUE. {{!}} .FALSE. |.FALSE.}} | ||
Description: {{TAG|LTBOUNDLIBXC}} specifies whether or not the lower bound for the Kohn-Sham kinetic-energy density <math>\tau_{\sigma}</math> (<math>\tau_{\sigma}^{\textrm{W}}<\tau_{\sigma}</math>) is enforced before <math>\tau_{\sigma}</math> is used in a | Description: {{TAG|LTBOUNDLIBXC}} specifies whether or not the lower bound for the Kohn-Sham kinetic-energy density <math>\tau_{\sigma}</math> (<math>\tau_{\sigma}^{\textrm{W}}<\tau_{\sigma}</math>) is enforced before <math>\tau_{\sigma}</math> is used in a {{TAG|METAGGA}} functional from Libxc. | ||
---- | ---- | ||
The | The Kohn-Sham kinetic-energy density | ||
:<math>\tau_{\sigma}=\frac{1}{2}\sum_{i}\nabla\psi_{i\sigma}^{*}\cdot\nabla\psi_{i\sigma}</math> | |||
should, in principle, be larger than the von Weizsäcker kinetic-energy density{{cite|kurth:ijqc:1999}} | |||
:<math>\tau_{\sigma}^{\textrm{W}}=\frac{\left\vert\nabla n_{\sigma}\right\vert^{2}}{8 n_{\sigma}}.</math> | |||
However, | However, for numerical reasons <math>\tau_{\sigma}^{\textrm{W}}<\tau_{\sigma}</math> may not be fulfilled, which can potentially lead to problems, in particular if the meta-GGA functional is not defined for negative values of <math>\tau_{\sigma}-\tau_{\sigma}^{\textrm{W}}</math>. If {{TAG|LTBOUNDLIBXC}}=.TRUE. in {{FILE|INCAR}}, then <math>\tau_{\sigma}=\max(\tau_{\sigma},\tau_{\sigma}^{\mathrm{W}})</math> is applied before <math>\tau_{\sigma}</math> is used in a meta-GGA functional from Libxc. | ||
== Related | However, according to tests, for some of the most common meta-GGA functionals like SCAN{{cite|sun:prl:15}}, a violation of the lower bound is technically not a problem. Furthermore, it has been observed that applying <math>\tau_{\sigma}=\max(\tau_{\sigma},\tau_{\sigma}^{\mathrm{W}})</math> may possibly lead to very inaccurate forces and stress tensor. Therefore, by default {{TAG|LTBOUNDLIBXC}}=.FALSE. and Libxc should be compiled with the option <code>--disable-fhc</code> has explained [[Makefile.include#Libxc_.28optional.29|here]]. | ||
Thus, the recommendation is to set {{TAG|LTBOUNDLIBXC}}=.TRUE. only in the case convergence shows an erratic behavior. If this choice is made, then the forces and stress tensor should be carefully monitored if a geometry optimization is done. | |||
== Related tags and articles == | |||
{{TAG|LIBXC1}}, | {{TAG|LIBXC1}}, | ||
{{TAG|LIBXC2}}, | {{TAG|LIBXC2}}, | ||
{{TAG|METAGGA}} | {{TAG|METAGGA}} | ||
{{sc|LTBOUNDLIBXC|Examples|Examples that use this tag}} | {{sc|LTBOUNDLIBXC|Examples|Examples that use this tag}} | ||
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---- | ---- | ||
[[Category:INCAR]][[Category:Exchange-correlation functionals]][[Category: | [[Category:INCAR tag]][[Category:Exchange-correlation functionals]][[Category:meta-GGA]] |
Latest revision as of 10:40, 11 December 2024
LTBOUNDLIBXC = .TRUE. | .FALSE.
Default: LTBOUNDLIBXC = .FALSE.
Description: LTBOUNDLIBXC specifies whether or not the lower bound for the Kohn-Sham kinetic-energy density () is enforced before is used in a METAGGA functional from Libxc.
The Kohn-Sham kinetic-energy density
should, in principle, be larger than the von Weizsäcker kinetic-energy density[1]
However, for numerical reasons may not be fulfilled, which can potentially lead to problems, in particular if the meta-GGA functional is not defined for negative values of . If LTBOUNDLIBXC=.TRUE. in INCAR, then is applied before is used in a meta-GGA functional from Libxc.
However, according to tests, for some of the most common meta-GGA functionals like SCAN[2], a violation of the lower bound is technically not a problem. Furthermore, it has been observed that applying may possibly lead to very inaccurate forces and stress tensor. Therefore, by default LTBOUNDLIBXC=.FALSE. and Libxc should be compiled with the option --disable-fhc
has explained here.
Thus, the recommendation is to set LTBOUNDLIBXC=.TRUE. only in the case convergence shows an erratic behavior. If this choice is made, then the forces and stress tensor should be carefully monitored if a geometry optimization is done.