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M Kreglewski

Publications and source records attributed to M Kreglewski.

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The Inversion-Torsion Potential Function for Hydrazine

The torsion-inversion potential surface for hydrazine has been determined from the rovibrational data using a new rotation-torsion-inversion Hamiltonian. All elements of the inverse moment of inertia tensor have been expanded into mixed Fourier series of large amplitude coordinates. That gives two major advantages: (i) no numerical integration is necessary at any step of calculation, and (ii) the three-dimensional integrals have been replaced by the products of one-dimensional integrals. It has been proven that the inversion-torsion coupling in hydrazine is negligible and the inversion-inversion coupling is very strong. The barrier to inversion of 2072 cm-1 is slightly higher than that in ammonia and the barrier to internal rotation of 934 cm-1 is relatively high but lower than that determined previously from one-dimensional models.

Journal Article↗

Ab Initio Potential Energy Surface and Internal Torsional-Wagging States of Hydroxylamine

The two-dimensional potential energy surface describing the interaction of the large-amplitude torsional and wagging motions in hydroxylamine has been determined from ab initio calculations. This surface has been sampled by a large set of grid points from a two-dimensional configuration space spanned by the torsional and wagging coordinates. At each grid point, the geometry optimization has been performed using the second-order Moller-Plesset perturbation theory with the basis set 6-311 + G(2d, p). At the optimized geometry, the single-point calculation of the electronic energy has been carried out using a larger basis set 6-311 + G(3df, 2p). This method was verified to yield the results comparable to those obtained by a direct optimization of the geometry with the basis set 6-311 + G(3df, 2p) which had been used by A. Chung-Phillips and K. A. Jebber (1995. J. Chem. Phys. 102, 7080-7087) to calculate the energies of only three points in the potential energy surface of hydroxylamine. The trans and cis local minima have been found on the determined potential energy surface. The localization features of the torsional-wagging states have been studied by solving the two-dimensional Schrodinger equation for the coupled torsional and wagging motions. Copyright 1997 Academic Press. Copyright 1997Academic Press

Journal Article↗