On the basis that every molecule acquues chuahty by vutue of ns rotatron. It can be antiapated that the dlsperslon energy between two spherical tops depends on the magrutude and relative onentatlon of theu rotations An explicit calculation for t\ho spherical tops is reported.
Comment on “chiral discrimination in spherical tops”
✍ Scribed by A.D. Buckingham; C.G. Joslin
- Book ID
- 103018270
- Publisher
- Elsevier Science
- Year
- 1981
- Tongue
- English
- Weight
- 484 KB
- Volume
- 80
- Category
- Article
- ISSN
- 0009-2614
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✦ Synopsis
The difference in the interaction energies of two co-r&at&,, m and two counter-rotating, spherical-top moIecules is of sccond order in the rotational constant B, and not fust order. Co-and counter-spinning alkali-metal atoms exbibzt a simiiar but numerically much larger "chiral" discrimination.
Atkins [I] discussed the effect of the relative rotational motion of two spherical-top molecules upon their dispersion energy. For the difference in the second-order interaction energies of two co-rotating, and two counter-rotating, tops LZ and b he obtained (1) where G(J,,&)= [B,(& -I-1)(2+, +3)+Bb(Jb + l)(W= +3)1&J, + I)@& + I>&, + 1)(2Jb + 1).
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