Customer: C. Gustafsson
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The cards contain a Fortran program.
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Box 2, Deck CLEB.FOR
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1: *DECK CLEB 001
2: FUNCTION CLEB (XJ1,XM2,XJ,XM) CLEB 2 001
3: C CLEB 3 001
4: C CLEB CALCULATES THE CLEBSCH GORDAN COEFFICIENT CLEB 4 002
5: C ( J1 1 M1 M2 , J M ) CLEB 5 002
6: C CLEB 6 002
7: C THE ANGULAR MOMENTA AND THEIR PROJECTIONS ARE GIVEN BY THEIR VALUECLEB 7 003
8: C IN REAL FORM. CLEB 8 003
9: C CLEB 9 003
10: CLEB=0. CLEB 10 004
11: IF (ABS(XM-XM2).GT.XJ1+.1) RETURN CLEB 11 004
12: IF (ABS(XM2).GT.1.1) RETURN CLEB 12 004
13: IF (ABS(XM).GT.XJ+.1) RETURN CLEB 13 005
14: IF (ABS(XJ1-XJ).GT.1.1) RETURN CLEB 14 005
15: IF (XM2) 1,5,9 CLEB 15 005
16: 1 IF (XJ-XJ1) 2,3,4 CLEB 16 006
17: 2 CLEB=SQRT(((XJ1+XM+1.)/(XJ1+XJ1))*((XJ1+XM)/(XJ1+XJ1+1.))) CLEB 17 006
18: RETURN CLEB 18 006
19: 3 CLEB=SQRT(((XJ1-XM)/(XJ1+XJ1))*((XJ1+XM+1.)/(XJ1+1.))) CLEB 19 007
20: RETURN CLEB 20 007
21: 4 CLEB=SQRT(((XJ1-XM)/(XJ1+XJ1+1.))*((XJ1-XM+1.)/(XJ1+XJ1+2.))) CLEB 21 007
22: RETURN CLEB 22 008
23: 5 IF(XJ-XJ1) 6,7,8 CLEB 23 008
24: 6 CLEB=-SQRT(((XJ1-XM)/XJ1)*((XJ1+XM)/(XJ1+XJ1+1.))) CLEB 24 008
25: RETURN CLEB 25 009
26: 7 CLEB=(XM/XJ1)/SQRT(1.+1./XJ1) CLEB 26 009
27: RETURN CLEB 27 009
28: 8 CLEB=SQRT(((XJ1-XM+1.)/(XJ1+XJ1+1.))*((XJ1+XM+1.)/(XJ1+1.))) CLEB 28 010
29: RETURN CLEB 29 010
30: 9 IF (XJ-XJ1) 10,11,12 CLEB 30 010
31: 10 CLEB=SQRT(((XJ1-XM)/(XJ1+XJ1))*((XJ1-XM+1.)/(XJ1+XJ1+1.))) CLEB 31 011
32: RETURN CLEB 32 011
33: 11 CLEB=-SQRT(((XJ1+XM)/(XJ1+XJ1))*((XJ1-XM+1.)/(XJ1+1.))) CLEB 33 011
34: RETURN 012
35: 12 CLEB=SQRT(((XJ1+XM)/(XJ1+XJ1+1.))*((XJ1+XM+1.)/(XJ1+XJ1+2.))) 012
36: RETURN 012
37: END 013
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