Azomethine계 화합물의 분광학적 특성과 전기적 특성에 관한 연구

The study on the spectroscopic and electrical properties of Azomethine compounds

  • 백대진 (한서대학교 화학과) ;
  • 오원춘 (서울교육대학교 탄소화학연구소) ;
  • 고영신 (서울교육대학교 탄소화학연구소)
  • Baek, Dae-Jin (Department of Chemistry, Hanseo University) ;
  • Oh, Won-Chun (Institute of Carbon Chemistry, Seoul National University of Education) ;
  • Ko, Young-Shin (Institute of Carbon Chemistry, Seoul National University of Education)
  • 투고 : 1995.04.27
  • 발행 : 1995.09.25

초록

Polyazine, polyazomethine ( I ) 및 ( II )는 각각 p-benzoquinone과 hydrazine hydrate, p-phenylenediamine, 그리고 diaminomaleonitrile을 dimethylsulfoxide(DMSO)하에서 중합하여 얻었다. Polyazine, polyazomethine ( I ) 및 ( II )의 IR spectra 분석결과 $1600cm^{-1}$ 부근에서 Schiff base의 특성 peak인 -C=N-를 확인하였다. 또한 각 polyazine, polyazomethine ( I ) 및 ( II )를 conc. $H_2SO_4$에 용해시켜 UV/VIS spectrum 측정결과 protonate (>$C\limits^{\small\oplus}=NH-$)에 해당되는 것으로 생각되는 흡수 band가 300nm 부근에서 나타났으며 350~415nm 부근에서 전하이동전이와 같은 흡수로 생각되는 흡수 band가 나타났다. Polyazine, Polyazomethine ( I ) 및 ( II )의 자체 전기전도도는 약 $10^{-14}{\sim}10^{-11}{\Omega}^{-1}cm^{-1}$로 나타났으며 $I_2$를 도핑한 후 최고 전기전도도가 $10^{-2}{\Omega}^{-1}cm^{-1}$ 정도로 약 $10^{12}{\sim}10^9$배 향상되었다.

The polymers, polyazine, polyazomethine ( I ) and polyazomethine ( II ) were prepared by the condensation of p-benzoquinone with hydrazine hydrate, p-phenylenediamine and diaminomaleonitrile in DMSO, respectively. The IR spectra of these polymers showed a characteristic peak of schiff base (-C=N-) at about $1600cm^{-1}$. These polymers dissolved in concentrated sulfuric acid showed UV/VIS absorption near 300nm indicatiog the presence of iminium ion(>$C\limits^{\small\oplus}=NH-$). Another UV/VIS absorption band in the region of 350~415nm was shown presumably due to the charge transfer transition in the molecule. The electrical conductivities of polyazine, polyazomethine ( I ) and ( II ) were measured. The self-electrical conductivity of these was found to be about $10^{-14}{\sim}10^{-11}{\Omega}^{-1}cm^{-1}$ and these polymers doped with $I_2$ showed the maximum conductivity of about $10^{-2}{\Omega}^{-1}cm^{-1}$.

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