In quantum mechanics, values of this quantity are equal to whole number multiples of the reduced Planck's constant.
For certain special cases, this quantity is proportional to the cross product of a particles position r with the gradient operator. For an electron, this quantity is determined by its azimuthal quantum number. In quantum mechanics, values of this quantity are equal to whole number multiples of the reduced Planck's constant. The time derivative of this quantity is torque, and this quantity can be defined as the product of the moment of inertia with angular velocity or the cross product of position with mass times velocity. For 10 points, name this quantity associated with rotational motion whose conservation forms the basis of Kepler's second law.
For certain special cases, this quantity is proportional to the cross product of a particles position r with the gradient operator.
{angular momentum} (do not accept “momentum”)