25 February 2025 9 7K Report

Hello everyone,

I am studying the binding energy of a heterostructure where material A is a 2D layered material and material B is a gas (e.g., oxygen) binding on A. In my model, A includes a vacuum slab on one side to prevent interactions between periodic images under periodic boundary conditions.

My question is: When determining the initial system energies of the individual components, is it appropriate to perform geometry optimization using the 'relax' method in Quantum Espresso on each material separately (using the same crystal lattice dimensions of A, including the vacuum), or should I use 'vc-relax'?

I am concerned that using 'vc-relax' may eliminate the vacuum slab by optimizing the volume to the minimum possible space, which could affect the accuracy of my calculations.

Any guidance on the correct approach would be greatly appreciated.

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