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    FOURIER TRANSFORM MICROWAVE SPECTRA OF N2_2-(CH3_3)2_2O

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    Author Institution: Department of Applied Chemistry, Kanagawa Institute of Technology,; Atsugi, Kanagawa 243-0292, JAPAN; The Graduate University for Advanced Studies, Hayama, Kanagawa; 240-0193, JAPANAs an extension of the studies on the dynamical behavior of van der Waals complexes such as those on CO-DME, we have investigated nitrogen - dimethyl ether complex N2_2-(CH3_3)2_2O, by using Fourier transform microwave spectroscopy. We have scanned the frequency region from 6 to 25 GHz and have found four sets of aa-type rotational transitions ranging from JJ = 2 \leftarrow 1 up to JJ = 6 \leftarrow 5 for N2_2-DME and 15^{15}N2_2-DME and two sets for 15^{15}NN-DME. Two of the four sets (referred to as group I) of N2_2-DME and 15^{15}N2_2-DME have large centrifugal distortion constants. Each rotational transition of N2_2-DME showed complicated splitting patterns due to the quadrupole coupling of the two nitrogen atoms and the number of hyperfine components was much smaller for group I than for the other (group II). This observation indicates that the group I complexes involve para-N2_2 and the group II ortho-N2_2. In the case of 15^{15}NN-DME only one type (corresponding to group II) of the complexes was detected because of the lack of symmetry. Some of the aa-type transitions observed for 15^{15}N2_2-DME consisted of closely spaced triplets; the splittings, which were nearly independent of the quantum numbers JJ, were ascribed to the internal rotation of the two methyl tops of DME. The observed transition frequencies of N2_2-DME, 15^{15}N2_2-DME, and 15^{15}NN-DME were analyzed for each set separately, by using an ordinary asymmetric-rotor Hamiltonian. The inertial defects IccIaaIbbI_{cc} - I_{aa} - I_{bb} thus obtained for N2_2-DME were -29.31 (10) and -30.97 (10) u\AA2^2 for the two sets of group I and -9.98 (9) and -12.58 (11) u\AA2^2 for group II. These results indicated that the heavy-atom skeleton of N2_2-DME was not planar. The observed moments of inertia were analyzed to give the distance between the centers of gravity of the two component molecules, DME and N2_2, to be approximately 3.45 \AA. By assuming a Lennard-Jones-type potential the dissociation energy was estimated to be EBE_B = 0.74 \sim 1.17 kJ mol1^{-1}, to be compared with the values 1.0 and 2.5 kJ mol1^{-1} for Ne-DME and Ar-DME, respectively. MP2/6-31++g(d, p) calculations suggest that N2_2-DME is non-planar and is bound by a very flat potential energy surface, in qualitative agreement with our results
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