Hi all,
 I'm new in CASINO and I'm trying to learn by going through the manual. I want to know that can pressure and temperature be introduced in qmc calculations using CASINO??
Best Regards,
Subhodip
			
			
									
									
						pressure and temperature
- 
				Subhodip_Chatterjee
 - Posts: 4
 - Joined: Tue Apr 21, 2015 12:39 pm
 - Location: Kolkata, India
 
- 
				Neil Drummond
 - Posts: 124
 - Joined: Fri May 31, 2013 10:42 am
 - Location: Lancaster
 - Contact:
 
Re: pressure and temperature
Dear Subhodip,
VMC and DMC are zero-temperature methods that work in fixed simulation cells.
If you want to calculate the equation of state of a solid then you need to calculate the DMC energy as a function of cell volume E(V). The static-lattice pressure at zero temperature can then be evaluated as p=-dE/dV. Typically this is done by fitting a model equation of state (e.g., Vinet or Birch-Murnaghan) to your set of E(V) points.
If you want to study finite temperatures then you need to add in the Helmholtz free energy of phonon vibrations to each of your static-lattice energies. These would normally be taken from DFT phonon calculations. You then have F(V,T), from which you can find the temperature-volume-pressure equation of state as p(V,T)=-dF/dV.
One can also calculate the pressure more directly but usually less accurately from QMC kinetic and potential energies using the virial theorem.
Best wishes,
Neil.
			
			
									
									
						VMC and DMC are zero-temperature methods that work in fixed simulation cells.
If you want to calculate the equation of state of a solid then you need to calculate the DMC energy as a function of cell volume E(V). The static-lattice pressure at zero temperature can then be evaluated as p=-dE/dV. Typically this is done by fitting a model equation of state (e.g., Vinet or Birch-Murnaghan) to your set of E(V) points.
If you want to study finite temperatures then you need to add in the Helmholtz free energy of phonon vibrations to each of your static-lattice energies. These would normally be taken from DFT phonon calculations. You then have F(V,T), from which you can find the temperature-volume-pressure equation of state as p(V,T)=-dF/dV.
One can also calculate the pressure more directly but usually less accurately from QMC kinetic and potential energies using the virial theorem.
Best wishes,
Neil.
- 
				Subhodip_Chatterjee
 - Posts: 4
 - Joined: Tue Apr 21, 2015 12:39 pm
 - Location: Kolkata, India
 
Re: pressure and temperature
Thanks Neil...