The canonical value of this quantity is equal to its classical value plus the product of charge and vector potential. The conjugate form of this quantity is equal to the partial derivative of the Lagrangian with respect to q dot. For a crystal, the "quasi" value of this quantity is equal to h-bar times the wavevector. Its operator is (*) negative i times h-bar times the gradient. Kinetic energy is equal to this quantity s
The canonical value of this quantity is equal to its classical value plus the product of charge and vector potential. The conjugate form of this quantity is equal to the partial derivative of the Lagrangian with respect to q dot. For a crystal, the "quasi" value of this quantity is equal to h-bar times the wavevector. Its operator is (*) negative i times h-bar times the gradient. Kinetic energy is equal to this quantity squared divided by quantity two times mass. It is impossible to know both the position of a particle and - for 10 points - what quantity, the product of velocity and mass?
The canonical value of this quantity is equal to its classical value plus the product of charge and vector potential.