Optimum geometries and harmonic frequencies calculated at the Hartree–Fock and the MP2 level are reported for the fluorohydrocarbon CHF2CH3; basis sets employed range from STO‐3G to 6‐311G**. The significantly shortened CC distance of 1.50 Å is reproduced already with the simplest split‐valence basis set; the CF distance of 1.36 Å on the other hand needs MP2 correction at least at the double‐ζ or 6‐311G* level. Symmetry coordinates defined in terms of internal coordinates are in qualitative agreement with available experimental evidence. Even the best basis set yields frequencies that differ from experimental (anharmonic) values by up to 200 cm−1 indicating the well‐known necessity of including higher‐order force constants if quantitative agreement with experiment is to be achieved.
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Speis et al. (1992) studied this question.
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