Again, the square of the total rotational angular momentum operator appears in Hj-ot... [Pg.631]

Here Pr and Pr are the momentum operators corresponding to the respective Jacobi distances, j is the BC rotational angular momentum operator associated with the Jacobi angle 7. The quantity fi defines the three-body uniform reduced mass, p = y/mpjnRmc/ niR J- me J- me) (where mx is the mass of the nuclei X), and I is the three-body moment of inertia / = pi 2r2/(i 2 + r2). [Pg.561]

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