The big letter in a term symbol is strictly determined by this quantity.
The big letter in a term symbol is strictly determined by this quantity. The Laporte selection rule states that the change in this quantity for an allowed transition is plus or minus one. This quantity, times this quantity plus one, times h-bar squared, is the corresponding eigenvalue for spherical harmonic eigenfunctions. When this quantity is zero, the resulting spectral lines appear sharp. The number of angular nodes exactly equals this value. This quantity equals one for an electron whose probability distribution is shaped like a (*) dumbbell. The magnitude of the magnetic quantum number must be less than or equal to this quantity. For 10 points, name this quantum number that dictates the shape of an atomic orbital, which is often symbolized with a lowercase L.
The big letter in a term symbol is strictly determined by this quantity.
orbital angular momentum quantum number [or azimuthal quantum number; or l until it is read; or total angular momentum quantum number or j; do not accept "spin" or "spin quantum number"]