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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAAAaCAYAAAD7aXGFAAAACXBIWXMAAA7BAAAOkgEpB2V6AAABK0lEQVR4nO2Z3QrDIAxGp/SphvThh/hY68xFQESjZlWTsXPToVbbs8/+2OO6rocWjDFTDjY6MFT9MWPQGYCg1snM6luNpJ2okDQzRQD0TY0hXtJsQQglSrwkCo5Azj6iJa1KEVJLk1hJLUFcga3rT6lepKTVCcrJRYmU1OJbia005bAlOed8COEZCd57VysbZXeKkFQkKcla+47YUh1IgPpURqlshB5Bd0nsSRO2UTndVlOUBGnIf9cSlbZFuC+iq1KUjteTpqIkFEJNt7wtAvtwT6TngDn9UvT8Mf/p1gEpiUrReZ4v3EbOWtkIo7fm2XTd3ShKEjhicqSIUv8wuRqRknanScW7G7BLlKpVAKAl6u7nsZ9cdFuVMvGSVk071WvcwGxR/09KN/AB6nk6c9sJhP4AAAAASUVORK5CYII=) ![](data:image/png;base64,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)
Субстратта орынбасарлар бар болғанда конденсациялау әр қашан‚ олардың табиғатынан тәуелсіз‚ о- немесе п-орындарында жүреді.
Дифенил (б.т.70,50оС) кристалдық күйінде планарлы, екі сақина қосарланған, сақиналар арасындағы байланыстын ұзындығы, бутадиендегі орталық байланысындай болады.
0.290
0,148 нм
Кристалды күйі
Н
Н
Н
Н
Ө
Газ фазасы Ө = 40 0
Газды фазада дифенил жазық құрылымды ‚ орталық байланыстын бойымен 400 жуық бұрылу бұрышы бар.
Бензол сақиналары бар көп ядролы қосылыстар бензолдың қасиеттерін көрсетеді. Фенил сақинасы, бірінші текті орынбасар болғандықтан‚ электрофилді орынбасуды көбінесе п–орынға бағыттайды. Нитрлеу реакциясында п – орынға енген нитротобы, сақинаны дезактивтендіреді сондықтан екінші нитротоп, екінші сақинаның п-орынына барады. . О-орынға ену сутекті атомдардың кеністіктік кедергілердің әсерінен қиындатылған.
+
**
+
HONO2![](data:image/png;base64,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)
Сақинада бірінші текті орынбасар бар болған жағдайда‚ екінші орынбасар осы сақинаның активтендірілген орынына енеді.
Дифенилдің өте маңызды туындылары – бензидин және гидразобензолдың
Достарыңызбен бөлісу: |