Hi again,
On 22/06/2022 19:27, Francisco Garcia wrote:
Thank you very much for the reference!Â
I'll use E=1/2(Etot +FreeEng) for my E-V equation of state fit.
I noticed that for semiconductors, Etot = FreeEng; it is in metallic systems
Sure, because semiconductors do have an energy gap. Smearing (i.e. electronic
temperature) is just a trick used for metals in order to smooth their Fermi
surface so that some BZ integrals become easier to perform.
Take care,
Roberto
that I see differences between Etot and FreeEng (with FreeEng being lower). In
this regard, using the average of the two energies for T=0 makes sense.
Thanks again!
On Wed, Jun 22, 2022 at 3:01 PM RCP <pasia...@cnea.gov.ar
<mailto:pasia...@cnea.gov.ar>> wrote:
Hello,
May I contribute my 0.01 ?. According to Eq.(21) in,
  Kresse & Furthmüller, Comp. Mat. Sci. 6 (1996) 15-50
a good estimate for the (T=0K) DFT energy is 1/2(Etot +FreeEng), and
this is the recipe I've always used.
Regards,
Roberto
On 22/06/2022 13:11, Francisco Garcia wrote:
> Thanks for your response Prof. Artacho!
>
> So if I have a situation like below for a large metallic system in which
FreeEng
> is lower than Etot, should I use Etot? Specifically, if I want to plot
the E-V
> curve from single point runs to obtain the equation of state I should use
Etot
> instead of FreeEng? Or if I want to compute the cohesive energy, Etot
should be
> used instead of FreeEng?
>
> siesta: Program's energy decomposition (eV):
> siesta: Ebs   =    -859.157108
> siesta: Eions  =    9568.777238
> siesta: Ena   =    277.651800
> siesta: Ekin   =    4247.415878
> siesta: Enl   =   -1698.956164
> siesta: Eso   =     0.000000
> siesta: Edftu  =     0.000000
> siesta: DEna   =    162.636813
> siesta: DUscf  =     26.981770
> siesta: DUext  =     0.000000
> siesta: Exc   =   -6715.533109
> siesta: eta*DQ  =     0.000000
> siesta: Emadel  =     0.000000
> siesta: Emeta  =     0.000000
> siesta: Emolmec =     0.000000
> siesta: Ekinion =     0.000000
> siesta: Eharris =    -13268.580292
> siesta: Etot   =     -13268.580250
> siesta: FreeEng =   -13269.911499
>
> On Tue, Jun 21, 2022 at 2:07 PM Emilio Artacho <e.arta...@nanogune.eu
<mailto:e.arta...@nanogune.eu>
> <mailto:e.arta...@nanogune.eu <mailto:e.arta...@nanogune.eu>>> wrote:
>
>
>>Â Â Â On 20 Jun 2022, at 17:16, Francisco Garcia
<garcia.ff....@gmail.com <mailto:garcia.ff....@gmail.com>
>>Â Â Â <mailto:garcia.ff....@gmail.com
<mailto:garcia.ff....@gmail.com>>> wrote:
>>
>>Â Â Â Dear users,
>>
>>Â Â Â In metallic systems with a fairly sizable electronic smearing
temperature
>>Â Â Â T, is it accurate to claim that
>>
>>Â Â Â (i) in a single point calculation, the free energy is the
representative
>>Â Â Â energy of the system (due to the addition of -TS to the total
energy U)
>
>   No, the -TS term for the phononic entropy is missing.Â
>
>Â Â Â It is the free energy defining the finite temperature equilibrium
for the
>Â Â Â purely electronic
>Â Â Â problem for fixed external potential (fixed nuclei), as in
Mermin’s finite
>Â Â Â -T DFT.
>
>
>>Â Â Â (ii) in a variable cell optimization, the enthalpy is the
representative
>>Â Â Â energy of the system (due to the addition of the PV term to the
energy).
>
>Â Â Â Yes, it is the free energy of the system (minimum defines
equilibrium) for T=0.
>
>Â Â Â Emilio
>
>>
>>Â Â Â Thanks!
>>   Â
>>
>>Â Â Â --
>>Â Â Â SIESTA is supported by the Spanish Research Agency (AEI) and by
the
>>Â Â Â European H2020 MaX Centre of Excellence
(http://www.max-centre.eu/)
>
>Â Â Â --
>Â Â Â Emilio Artacho
>
>   Theory Group, Nanogune, 20018 San Sebastian, Spain, and
>   Theory of Condensed Matter, Department of Physics,
>   Cavendish Laboratory, University of Cambridge, Cambridge CB3
0HE, UK
>
>
>
>
>
>Â Â Â --
>Â Â Â SIESTA is supported by the Spanish Research Agency (AEI) and by
the European
>Â Â Â H2020 MaX Centre of Excellence (http://www.max-centre.eu/)
>
>
>
--
Dr. Roberto C. Pasianot     Phone: 54 11 4839 6709
Gcia. Materiales, CAC-CNEAÂ Â Â FAXÂ : 54 11 6772 7362
Avda. Gral. Paz 1499Â Â Â Â Â Â pasia...@cnea.gov.ar
<mailto:pasia...@cnea.gov.ar>
1650 San Martin, Buenos Aires
ARGENTINA
--
SIESTA is supported by the Spanish Research Agency (AEI) and by the European
H2020 MaX Centre of Excellence (http://www.max-centre.eu/)