Free-particle solutions to the Schrodinger equation are eigenstates of this
Free-particle solutions to the Schrodinger equation are eigenstates of this quantity's namesake operator. For massless objects, this quantity is equal to the energy over the speed of light. The change in this quantity is known as impulse, and it is conserved in both inelastic and elastic collisions. The original formulation of Newton's Second Law states that its first derivative is equal to force. For 10 points, identify this product of mass and velocity, denoted p.
Free-particle solutions to the Schrodinger equation are eigenstates of this quantity's namesake operator.
linear {momentum}