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Calculate the Land'e g factor for atoms (a).^(6)F_(1//2),(b) .^(4)D_(1//2),(c ).^(5)F_(2),(d) .^(5)P_(1),(e ) .^(3)P_(0) |
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Answer» Solution :(a)`.^(6)F_(1/2) Here S=(5)/(2), L=3, J=(1)/(2)` `G=1+((3)/(4)+(35)/(4)-12)/(2xx(3)/(4))=1+(38-48)/(6)=-(2)/(3)` (b) `.^(4)D_(1//2)`: HENCE `S=(3)/(2),L=2,J=(1)/(2)` `g=1+((3)/(4)+(15)/(4)-6)/(2xx(3)/(4))=1+(18-24)/(6)=-(2)/(3)` (c )`.^(5)F_(2)` Here `S=2, L=3, J=2` `g=1+(6+6-12)/(2xx6)=1` (d)`(5)P_(1)` Here `S=2,L=1,J=1` `g=1+(2+6-2)/(2xx2)=(5)/(2)` (e ) `.^(3)P_(0)`. For states with `J-0, L=S` the `g` gactor is indeterminate. |
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