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GR9277 #76
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Comments |
ashowmega
2010-04-02 13:01:05 | So, here the electrons are 1s 2p 3p. We know that for s, l=0, for 2p l=-1,0,1, for 3p l=-1,0,1. Hence we have seven values of quantum numbers. And each of them have 1/2 spin angular momentum. Hence, for seven azimutal quantum numbers, the total angular momentum = 7x(1/2) = 7/2 .
I guess what I am thinking is right. |  | coke_man
2008-08-01 12:56:40 | I know this is a stupid question, but how is the total orbital angular momentum equal to  . If there is one electron in the  and one in the  and one in the  shouldn't the total angular momentum be  ? Could someone please tell me what I'm missing!!!
coke_man
2008-08-01 13:01:11 |
Sorry, this should have been categorized under HELP :D
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note
2008-08-23 16:17:19 |
the s subshell refers to quantum angular momentum number l=0
the p subshell refers to quantum angular momentum number l=1
one electron is in s and two are in p, thus 0+1+1
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ebykl
2008-10-25 10:18:03 |
What I can't understand is how can 3electrons can go to third shell. 1s^2 2s^2 2p^6......so the 3electrons must be at must at the 2S shell?
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segfault
2009-09-06 07:43:35 |
 is just a given state. It doesn't necessarily have to be the ground state, 
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