By W. Hüttner, J. Demaison, J. Vogt (auth.), W. Hüttner (eds.)
Volume II/29 "Molecular Constants quite often from Microwave, Molecular Beam, and Sub-Doppler Laser Spectroscopy" is deliberate to seem as a sequence A, B, C and D1, D2, D3 for the diamagnetic, and E for the paramagnetic linear and polyatomic species, respectively. Like within the preseding volumes II/24 and II/19, that have seemed within the years round 1999 and 1992, respectively, the diamagnetic elements are prepared within the demeanour advised via Hill ("Hill's system", 1900), which means a virtually strict alphabetical order. The ionic species are incorporated within the alphabetical association of the impartial ones in each one desk. the knowledge is grouped otherwise compared to the former volumes. All correct houses of a molecule and the corresponding parameters are available focused below its sum formulation in quantity II/29. this diminishes the necessity of turning pages simply because rotational and comparable constants, dipole moments, obstacles to inner rotation, hyperfine coupling parameters, or Zeeman facts have been hitherto indexed in several tables. the current subvolume II/29D2 includes info for uneven most sensible molecules.
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Additional resources for Asymmetric Top Molecules. Part 2
Spectrosc. 223 (2004) 138. : J. Mol. Spectrosc. 211 (2002) 235. : J. Mol. Spectrosc. 233 (2005) 93. 679(fixed) a) a) 97Kis MWFT χab(Cl) assumed to be positive. : J. Mol. Spectrosc. 184 (1997) 215. : 690-39-1 F F F F F F Structural parameters: See [06Ond]. : J. Mol. Struct. 780-781 (2006) 222. : 255914-50-2 Two isomers have been detected in the microwave spectrum, the near-parallel and the T-shaped form. Structural parameters: See [99Pee1] (nearly parallel arrangement of the monomer subunits) and [99Pee2] (T-shaped isomer).
CODATA recommended values of the fundamental physical constants: 2006, in: J. Phys. Chem. Ref. 6, 2008. 3 Internal rotation [Ref. p. 1 Hamiltonian The rotational spectrum of a molecule with internal rotation (torsion) is modified due to torsion-rotation interaction. The interpretation of this modification allows the determination of the internal rotation potential barrier [59Lin, 68Dre, 84Gor]. The molecule is generally taken to be rigid except for internal rotation. However, special methods have been developed to include the interaction with other vibrational degrees of freedom.
0 n Landolt-Börnstein New Series II/29D2 Ref. p. 21] 2 Asymmetric Top Molecules: Introduction 19 In the case of weakly coupling nuclei in an asymmetric-top molecule interacting with a reasonably high magnetic field of strength B, the hfs and external magnetic field energies described by eqs. 23d) [ J K a ,Kc B2 ª3M 2 J J 1 º¼ 2 J 3 2 J 1 ¬ J ¦ Pn g Ik V k J K a ,Kc k 2 2 J 3 2 J 1 M I k B ª¬3M J2 J J 1 º¼ ¦ Pn g Ik 1 V k M I k B . 23g) In the zero-field case the coupled basis is appropriate, and eqs.