- #1
Sekonda
- 207
- 0
Hey,
I have to express the combined system state of j=5/2, m=5/2 in terms of the products of states j1,m1 and j2,m2.
[tex]\mid j,m> =\mid\frac{5}{2},\frac{5}{2}>\: ,\: |j_1,m_1> \& |j_2,m_2>[/tex]
I know that one way of achieving this is for j1=3/2 and j2=1 but I'm not sure how to express this - I think this is involving Clebsch-Gordon coefficients.
Thanks guys,
SK
I have to express the combined system state of j=5/2, m=5/2 in terms of the products of states j1,m1 and j2,m2.
[tex]\mid j,m> =\mid\frac{5}{2},\frac{5}{2}>\: ,\: |j_1,m_1> \& |j_2,m_2>[/tex]
I know that one way of achieving this is for j1=3/2 and j2=1 but I'm not sure how to express this - I think this is involving Clebsch-Gordon coefficients.
Thanks guys,
SK