Mathematically, you find that the wave function of a particle $\Psi (x,t)$ moves with the same velocity as the velocity of the particle ($v_{particle} = v_{group}$).
Is there a reason why the particle velocity should not equal the phase velocity?
Mathematically, you find that the wave function of a particle $\Psi (x,t)$ moves with the same velocity as the velocity of the particle ($v_{particle} = v_{group}$).
Is there a reason why the particle velocity should not equal the phase velocity?