Is the morse potential cutoff (rc) we give is the local cutoff ? Is this potential require other cutoff a global cutoff?
I am using Morse potential to address the interactions between the pair of atoms. The cutoff usually I see in papers is very small (~5 angstrom). The typical potential from used in simulations is
E = De.((1-exp(-a(r-r0)))**2 - 1.0)
The problem that I am facing is that when I am using a cutoff less than r0 (equilibrium distance) I am getting the correct structure parameters and there is no issue. If I increase the cutoff more than r0 I am not getting correct results. If anyone used this Morse potential before please help me .
What you mean by structure parameters??RDF? Whats the system you are working on??how did you measure the structure parameters? Fix the cut-off to 12 Angstroms.
I am using GULP program to calculate the bulk modulus, elastic constants and equilibrium lattice constant. The material is SnTe it is a solid thermoelectric material. I am using different cutoff for different pair of atoms for example, 5 angs fro Sn-Sn interactions and 4 angs for Sn-Te interactions and so on. The Morse potential form is shown below
E = De.((1-exp(-a(r-r0)))**2 - 1.0)
We are fitting the potential parameters for this SnTe material using DFT data. During fitting I am getting r0 > rcut for Sn-Sn pair. This potential is able to reproduce the all above mentioned experimental values with <2% error. But my doubt is that is it correct using r0>rcut?
Morse potential is modelled to representing stretching and compression of covalent bonds connecting two atoms, So in your case, ro>rcut means then the interaction between Sn-Sn might be compressed.
This GitHub repository (https://github.com/nuwan-d/fracture_of_grahene) contains a MATLAB script to generate the LAMMPS input files for the molecular dynamics simulation shown below. Additional MATLAB scripts are available to post-process the simulation outputs.
This tutorial can be helpful to graduate students who are relatively new to MD simulations.
Good luck!
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