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Fuzzy ta/2 symmetries of straight chain conjugate polyene molecules

Fuzzy ta/2 symmetries of straight chain conjugate polyene molecules
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摘要 On the basis of our recent studies on the molecular fuzzy point group symmetry,we further probe into the more complicated planar one-dimensional fuzzy periodic molecules-straight chain conjugate polyene.Except for the fuzzy translation transformation,the space transformation of the fuzzy screw rotation and the glide plane will be referred to.In addition,other fuzzy point symmetry transformation lain in the space transformation is discussed.Usually there is a correlation between the fuzzy symmetry characterization caused by the transition of the point symmetry elements and by certain space symmetry transformation.For the molecular orbital,the irreducible representation component is analyzed besides the membership function of the fuzzy symmetry transformation.Also,we inquire into the relativity between some molecular property and the fuzzy symmetry characterization. On the basis of our recent studies on the molecular fuzzy point group symmetry, we further probe into the more complicated planar one-dimensional fuzzy periodic molecules—straight chain conjugate polyene. Except for the fuzzy translation transformation, the space transformation of the fuzzy screw rotation and the glide plane will be referred to. In addition, other fuzzy point symmetry transformation lain in the space transformation is discussed. Usually there is a correlation between the fuzzy symmetry characterization caused by the transition of the point symmetry elements and by certain space symmetry transformation. For the molecular orbital, the irreducible representation component is analyzed besides the membership function of the fuzzy symmetry transformation. Also, we inquire into the relativity between some molecular property and the fuzzy symmetry characterization.
机构地区 College of Chemistry
出处 《Science China Chemistry》 SCIE EI CAS 2009年第11期1892-1910,共19页 中国科学(化学英文版)
关键词 CONJUGATE POLYENE one-dimensional FUZZY periodic transformation the MEMBERSHIP function IRREDUCIBLE representation component conjugate polyene one-dimensional fuzzy periodic transformation the membership function irreducible representation component
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参考文献31

  • 1Xuezhuang Zhao,Zhengfeng Shang,Guichang Wang,Xiufang Xu,Ruifang Li,Yinming Pan,Zucheng Li.Fuzzy space periodic symmetries for polyynes and their cyano-compounds[J]. Journal of Mathematical Chemistry . 2008 (3)
  • 2Xuezhuang Zhao,Guichang Wang,Xiufang Xu,Yinming Pan,Ruifang Li,Zhengfeng Shang,Zucheng Li.The fuzzy D6h-symmetries of azines molecules and their molecular orbitals[J]. Journal of Mathematical Chemistry . 2008 (2)
  • 3Xuezhuang Zhao,Xiufang Xu,Guichang Wang,Yinming Pan,Zhenfeng Shang,Ruifang Li.The Fuzzy D2h-symmetries of Ethylene Tetra-halide Molecules and their Molecular Orbitals[J]. Journal of Mathematical Chemistry . 2007 (2)
  • 4Xiufang Xu,Guichang Wang,Xuezhuang Zhao,Yinming Pan,Yunxiao Liang,Zhenfeng Shang.Fuzzy Symmetries for Linear Molecules and their Molecular Orbitals[J]. Journal of Mathematical Chemistry . 2007 (2)
  • 5Paul G. Mezey.Generalized chirality and symmetry deficiency[J]. Journal of Mathematical Chemistry . 1998 (1-2)
  • 6Remi Chauvin.Chemical algebra. I: Fuzzy subgroups[J]. Journal of Mathematical Chemistry . 1994 (1)
  • 7Remi Chauvin.Chemical algebra. II: Discriminating pairing products[J]. Journal of Mathematical Chemistry . 1994 (1)
  • 8Werner Kutzelnigg.Zur Behandlung der Bindungsalternierung als St?rung in der Hückelschen MO-Theorie[J]. Theoretica Chimica Acta . 1966 (5)
  • 9Maruani J,Mezey P G.Le concept de《syntopie》: une extension continue du concept de symétrie pour des structures quasi-symétri- ques à l’aide de la méthode des ensembles flous. Compt Rend Acad Sci Paris (Série Ⅱ ) . 1987
  • 10Maruani J,Toro-Labbé A.Le modèle de la syntopie et l’état de tran- sition de réactions chimiques:fonctions d’appartenance et coefficients de Br-nsted pour l’isomérisation cis-trans. Compt Rend Acad Sci Paris (Série IIb) . 1996

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