The Irreducible Tensor Method for Molecular Symmetry Groups |
Contents
ments 9 2 4 Symmetry of the coupling coefficients 9 2 5 V coefficients | 10 |
formations 19 2 10 Examples of reduced matrix elements | 21 |
Coefficients for Other Symmetry Groups | 25 |
Copyright | |
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a b c A₁ A₂ E E Aata abaß abcy antisymmetrized Appendix B₁ B₂ ba'ẞa calculated Chapter columns component system configurations coupling coefficients deduce define derived dihedral group direct product double tensor operator E T2 T2 E₁ electron equation example formula fractional parentage give given Griffith 26 h₂ Hence invariant irreducible products irreducible representations kets Molecular Symmetry n-electron systems octahedral group odd permutation one-electron operator orbitals Phys recoupling reduced matrix elements representation of degree satisfy Section set of functions spatial spin functions spin-independent operator spin-orbit coupling spin-orbit coupling energy su(k symbol symmetry groups T₁ T₂ T₂ E T₂ T₂ T₂ T2 T2 E Table Tanabe tions transforming two-electron systems values vector α α α β αβ αβγ βγ Σν