Practice Midterm Flashcards
True or false: A valid wavefunction must be single-valued and not go to infinity
True
True or false: a valid wavefunction must be an eigenfunction of the Hamiltonian
False
True or false: the eigenvalues of a Hermitian operator must be real numbers
True
True or false: The eigenfunctions of a nondegenerate Hermitian Operator must be orthogonal
True
Nondegenerate
quantum states that have unique energy levels, meaning that no two states share the same energy value
True or false: The most probable location of a particle in a box is always L/2
False
True or false: for a particle in a box in a stationary state <p>=0
True
True or false: If [A,B] = 0, then A and B must have the same eigenfunctions
True
True or false: Any valid wavefunction can be constructed using the eigenfunctions of a Hermitian operator
True
True or false: A small particle will behave classically when it has low kinetic energy.
True
True or false: The energy of a rigid rotor depends on both quantum numbers l and m
False
Kinetic Energy equals
(3/2)kB *T
Kinetic Energy equals
(1/2)mv^2
mass of electron
9.11 x 10^-31
Energy function (1-D)