Closed DeeliN221 closed 1 year ago
This is a conseqence of the periodic nature of the wavefunctions in a crystal. Plane waves provide a convenient way of expressing this but the concept is more fundamental than that.
This is a conseqence of the periodic nature of the wavefunctions in a crystal. Plane waves provide a convenient way of expressing this but the concept is more fundamental than that.
Thanks, I reviewed the textbook of solid physics and agree with you. Still, I am wondering is it possible to solve the KS equation without K-point? For example, in a non-periodic system.
Hi, I am not familiar with the underlying formula of DFT codes, and got confused in some conceptions.
I know wavefunction can be expressed on the real-space basis, plane-wave, or LCAO basis. The plane-wave code represents wavefunction in k-space though Fourier transform, thus the k-point is needed. But why does the real-space basis code still need k-space? Is it just for computational efficiency or is it a natural requirement of ALL DFT code?
Many Thanks.