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Elektro nnij perehi d ros elektronnyj perehod angl electronic transition perehid elektrona z odniyeyi orbitali himichnoyi chastinki na inshu Suprovodzhuyetsya poglinannyam abo viprominyuvannyam energiyi Poznachayetsya nastupnim chinom Viprominyuvannya riven z vishoyu energiyeyu riven z nizhchoyu energiyeyu poglinannya riven z vishoyu energiyeyu riven z nizhchoyu energiyeyu Pravilo vidboruYaksho znehtuvati zalezhnistyu dipolnogo momentu m displaystyle mu vid kolivalnih koordinat kvadrat modulyu dipolnogo momentu perehodu peretvoryuyetsya na A x y z F e l e c t r o n i c 3 m A 3 F e l e c t r o n i c 3 2 F o s c i l l a t o r y 8 F o s c i l l a t o r y 8 2 displaystyle sum A x y z langle mathfrak F electronic xi mu A xi mathfrak F electronic xi rangle 2 langle mathfrak F oscillatory theta mathfrak F oscillatory theta rangle 2 de F F displaystyle mathfrak F mathfrak F vlasni funkciyi gamiltonianu molekuli yaki vidpovidayut vlasnim znachennyam energetichnih staniv E E m A displaystyle E E mu A komponenta x y displaystyle x y abo z displaystyle z operatora dipolnogo momentu molekuli yaka zalezhit vid elektronnih 3 displaystyle xi j kolivalnih 8 displaystyle theta koordinat Rozglyadayuchi elektronnij moment perehodu A x y z F e l e c t r o n i c 3 m A 3 F e l e c t r o n i c 2 displaystyle sum A x y z langle mathfrak F electronic xi mu A xi mathfrak F electronic rangle 2 otrimuyut pravilo pidboru po simetriyi dlya elektronnih perehodiv pryamij dobutok predstavlen P F e l e c t r o n i c P F e l e c t r o n i c P m A displaystyle Pi mathfrak F electronic otimes Pi mathfrak F electronic otimes Pi mu A povinen mistiti povnosimetrichne predstavlennya grupi molekuli PrikladiNapriklad elektronnij perehid z rivnya e na riven t2 u tetraedralnih kompleksah zapisuyetsya t2 e Kompleks C o N H 3 5 C l 2 displaystyle mathrm Co NH 3 5 Cl 2 tochkova grupa C 4 v displaystyle C 4v v osnovnomu stani maye zamknenu elektronnu obolonku simetriyi A 1 displaystyle A 1 Rozglyanmo chi budut dozvoleni perehodi A 2 displaystyle A 2 ta B 2 displaystyle B 2 na nizhni zbudzheni stani E displaystyle E Elektronno dozvoleni perehodi ye najbilsh intensivnimi sered usih vibronnih perehodiv Yaksho hvilovi funkciyi osnovnogo j zbudzhenogo staniv F e l e c t r o n i c displaystyle mathfrak F electronic ta F e l e c t r o n i c displaystyle mathfrak F electronic otrimani metodom molekulyarnih orbitalej predstavlennya P F e l e c t r o n i c displaystyle Pi mathfrak F electronic ta P F e l e c t r o n i c displaystyle Pi mathfrak F electronic viznachayutsya pryamim dobutkom nezvidnih predstavlen po yakim peretvoryuyutsya molekulyarni orbitali usih vidkritih obolonok U tochkovi grupi C 4 v displaystyle C 4v komponenti dipolnogo momentu peretvoryuyutsya po nezvidnim predstavlennyam A 1 displaystyle A 1 j E displaystyle E Dlya perehodu A 1 E displaystyle A 1 rightarrow E A 1 E A 1 E c l o s e d A 1 E E A 1 A 2 B 1 B 2 o p e n e d displaystyle begin matrix A 1 otimes E otimes A 1 E quad closed A 1 otimes E otimes E A 1 A 2 B 1 B 2 quad opened end matrix Takim chinom perehid A 1 E displaystyle A 1 rightarrow E ye dozvolenim za rahunok komponenti dipolnogo momentu simetriyi E displaystyle E Dlya perehodu A 1 A 2 displaystyle A 1 rightarrow A 2 A 1 A 2 A 1 A 2 c l o s e d A 1 A 2 E E c l o s e d displaystyle begin matrix A 1 otimes A 2 otimes A 1 A 2 quad closed A 1 otimes A 2 otimes E E quad closed end matrix Takim chinom perehid A 1 A 2 displaystyle A 1 rightarrow A 2 zaboronenij Dlya perehodu A 1 B 2 displaystyle A 1 rightarrow B 2 A 1 B 2 A 1 B 2 c l o s e d A 1 B 2 E E c l o s e d displaystyle begin matrix A 1 otimes B 2 otimes A 1 B 2 quad closed A 1 otimes B 2 otimes E E quad closed end matrix Takim chinom perehid A 1 B 2 displaystyle A 1 rightarrow B 2 ye zaboronenim Div takozhN s perehid P s perehid s s perehidDzherelaGlosarij terminiv z himiyi J Opejda O Shvajka In t fiziko organichnoyi himiyi ta vuglehimiyi im L M Litvinenka NAN Ukrayini Doneckij nacionalnij universitet Doneck Veber 2008 758 s ISBN 978 966 335 206 0 Ce nezavershena stattya z himiyi Vi mozhete dopomogti proyektu vipravivshi abo dopisavshi yiyi
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