Anglo-Russko-Angliiskii Astronomicheskii Slovar'
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Termin "rule"
| rule: | pravilo | |
| branching rule: | (asp.) pravilo razvetvleniya (shema obrazovaniya termov atoma iz terma roditel'skogo iona putem dobavleniya elektrona) | |
| Burger-Dorgelo sum rule: | (asp.) pravilo summ Burgera-Dorgelo | |
| diagonal sum rule: | (asp.) diagonal'noe pravilo summ | |
| f-sum rule: | (asp.) pravilo summ sil oscillyatorov | |
| f-sum rule: | (asp.) pravilo summ znachenii f | |
| g-permanence rule: | pravilo postoyanstva [nepreryvnosti] g-faktora | |
| g-sum rule: | (asp.) pravilo summ mnozhitelya Lande | |
| g-sum rule: | (asp.) pravilo summ znachenii g | |
| Hund's rule: | (asp.) pravilo Gunda | |
| intensity rule: | pravilo intensivnostei (dlya mul'tipletnoi tonkoi struktury) | |
| interval rule: | (asp.) pravilo intervalov (Lande) | |
| Kronig selection rules: | npavila otbora Kroniga (dlya vozmushenii, predissociacii ili predionizacii) | |
| Lande interval rule: | otpravilo intervalov Lande | |
| Laporte rule: | (asp.) pravilo (chetnosti) Laporta | |
| noncrossing rule: | pravilo neperesecheniya (v teorii molekulyarnyh spektrov) | |
| parity rule: | (asp.) pravilo chetnosti | |
| phase rule: | pravilo faz | |
| product rule: | pravilo proizvedenii (v teorii molekulyarnoi struktury) | |
| quantization rule: | pravilo kvantovaniya | |
| rotational sum rule: | (asp.) vrashatel'noe pravilo summ | |
| selection rules: | (asp.) pravila otbora | |
| sum(mation) rule: | (asp.) pravilo summ | |
| symmetry selection rule: | (asp.) pravilo otbora, svyazannoe so svoistvami simmetrii | |
| Thomas-Kuhn sum rule: | (asp.) pravilo summ Tomasa-Kuna | |
| transition rule: | (asp.) pravilo perehoda | |
| Wigner-Witmer correlation rule: | korrelyacionnoe pravilo Vignera-Vitmera (v kvantovoi mehanike) | |
| Zeeman components sum rule: | pravilo summ intensivnostei zeemanovskih komponent G-permanence | |
| rule: | (asp.) pravilo postoyanstva [nepreryvnosti] velichiny G-faktora | |
| rule: | G-sum | |
| rule: | pravilo G-summ |
Vernut'sya v slovar'