exercise/02: equilibrium volume for fcc Cu

In this exercise we will practice how to get lattice parameters for fcc copper with EMTO code. The main idea is to calculate total energy vs. different volumes, \(E(\omega)\) curve, and fit to an “Equation of State” function. Here we choose “Morse function”:

\[E(\omega)=a+be^{-\lambda\omega}+ce^{-2\lambda\omega}\]

System-specific instructions

Select instructions for the system you are using:

Instructions for use on the NAISS cluster Tetralith (NSC)

Attention

make sure we are in the path at exercise/02

  1. we could reuse the kstr, bmdl and shape from exercise/00

  1. base on 00/kgrn/cu.dat, change to different SWS and also the jobname and file name

  1. base on 00/kfcd/cu.dat change to different jobnam and file name

  1. run all calculations and get \(E(\omega)\)

  • submit all kgrn jobs to the queue, use following sbatch script.

cd kgrn
sbatch -A naiss2024-22-241 -c 2 -a 1-9 -t 10:00 ../../emto.sbatch
  • check if the kgrn jobs are finished correctly.

  • submit all kfcd jobs to the queue, use following sbatch script.

cd kfcd 
sbatch -A naiss2024-22-241 -c 1 -a 1-9 -t 10:00 ../../emto.sbatch
  1. get total energy vs. SWS from kfcd output