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- Q4946169 subject Q6563815.
- Q4946169 subject Q8257729.
- Q4946169 abstract "The Born–Huang approximation (named after Max Born and Huang Kun) is an approximation closely related to the Born–Oppenheimer approximation. It takes into account diagonal nonadiabatic effects in the electronic Hamiltonian better than the Born–Oppenheimer approximation. Despite the addition of correction terms, the electronic states remain uncoupled under the Born–Huang approximation, making it an adiabatic approximation.".
- Q4946169 wikiPageWikiLink Q2572687.
- Q4946169 wikiPageWikiLink Q2607202.
- Q4946169 wikiPageWikiLink Q356895.
- Q4946169 wikiPageWikiLink Q58978.
- Q4946169 wikiPageWikiLink Q633824.
- Q4946169 wikiPageWikiLink Q6563815.
- Q4946169 wikiPageWikiLink Q660488.
- Q4946169 wikiPageWikiLink Q669532.
- Q4946169 wikiPageWikiLink Q713524.
- Q4946169 wikiPageWikiLink Q8257729.
- Q4946169 comment "The Born–Huang approximation (named after Max Born and Huang Kun) is an approximation closely related to the Born–Oppenheimer approximation. It takes into account diagonal nonadiabatic effects in the electronic Hamiltonian better than the Born–Oppenheimer approximation. Despite the addition of correction terms, the electronic states remain uncoupled under the Born–Huang approximation, making it an adiabatic approximation.".
- Q4946169 label "Born–Huang approximation".