Effective Hamiltonian of the nonrigid methanol CH3OH molecule in the ground vibronic state

For the nonrigid methanol CH3OH molecule in the ground vibronic state, the simplest expression for the effective Hamiltonian and generators of its transformation to a reduced form is considered in an arbitrary order of perturbation theroy as a Taylor series expansion in dynamic variables on the basis of the concept of the configuration spin. Partitioning of the configuration-rotational wave functions is given according to the irreducible representations of the rotational subgroup of the symmetry group for the stationary state problem of the molecule considered in the Born-Oppenheimer approximation. 9 refs., 1 tab