2 Consider a multi-electron atom in which the total orbital angular momentum quantum number is L = 3 and the total spin
Posted: Fri May 06, 2022 1:09 pm
I am aware that the first part gets J= 0 , 1 , 2 , 3 , 4 ,5 ,6.
Specifically looking for the final part how to get the number of
distinct angular momentum states
2 Consider a multi-electron atom in which the total orbital angular momentum quantum number is L = 3 and the total spin quantum number is S = 3. Give all the allowed values for the total angular momentum quantum number J. How many distinct angular momentum states exist for this combination of L and S? [4]
Specifically looking for the final part how to get the number of
distinct angular momentum states
2 Consider a multi-electron atom in which the total orbital angular momentum quantum number is L = 3 and the total spin quantum number is S = 3. Give all the allowed values for the total angular momentum quantum number J. How many distinct angular momentum states exist for this combination of L and S? [4]