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Vibronic angular momentum operator

The vibronic matrices defined in a T2-basis can be expressed in terms of the matrices of the fictitious angular momentum operator as follows ... [Pg.188]

Ja are the components of the total angular momentum and the quantities Hrv, H ot purely vibronic operators, which can couple... [Pg.33]

See other pages where Vibronic angular momentum operator is mentioned: [Pg.110] [Pg.436] [Pg.110] [Pg.436] [Pg.33] [Pg.495] [Pg.137] [Pg.603] [Pg.33] [Pg.603] [Pg.523] [Pg.592] [Pg.631] [Pg.65] [Pg.518] [Pg.12] [Pg.36] [Pg.253] [Pg.576] [Pg.631] [Pg.508] [Pg.616] [Pg.616]

See also in sourсe #XX -- [ Pg.109 , Pg.110 ]

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Angular momentum

Angular operators

Momentum operator

Vibron

Vibronic angular momentum

Vibronics

Vibrons