Posted: Thu Oct 18, 2018 5:55 pm
How do you find the number of orbitals in a sub shell when given the value of l?
Posted: Thu Oct 18, 2018 6:11 pm
You would use the magnetic quantum number (m subscript l), which takes on values of -l to +l. So for l=0 (s) there would be one orbital, for l=1(p) there would be 3 orbitals (-1,0,1), for l=2(d) there would be 5 orbitals (-2,-1,0,1,2), etc.
Posted: Fri Oct 19, 2018 8:46 pm
When given l, the number of orbitals in a sub shell ranges from:
l,(l-1), ... , -l