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NGX has nothing to do with the number of k-points. It defines the number of grid points for FFT from real to reciprocal spaces. Imagine you wanna map the electron density as a function of r in real space to reciprocal space via an FFT and a set of FFT mesh is used.
On the other hand, the number of k-points defines how well you decribe the periodic system. Taking the 1D case as an example, the Born- von Karman conditions allow you to use a ring to simulate the infinite periodic chain. Then, the length of the ring is defined by the number of k points to employ.
To avoid those warnings, you can just use PREC=Accurate in the INCAR |
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