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高分子链空间构象分布的复杂性——Θ条件下能量与尺寸的分布 被引量:7

COMPLEXITY OF CHAIN CONFORMATIONAL DISTRIBUTION OF POLYMERS
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摘要 通过高分子链的模型的计算来研究高分子链构象的尺寸与能量的分布.结果表明,高分子的链构象在小尺寸范围布居数增多;高分子的链构象在小尺寸范围存在比较稳定的链构象状态;在小尺寸范围比较稳定的链构象多具有类似棒状等非球形结构;高分子的链构象的尺寸与能量的分布显示熵弹性具有不对称性. Chain conformational distribution in a two dimensional space of the chain dimension and the conformational energy have been studied using the rotational isomeric state model in the present work.It shows that (1) the number of chain conformation considerably enhances in the area of small chain dimensions; (2) in the small chain dimension area there still exist some of stable chain conformations; (3) these conformations in the small chain dimension area possess structures of rod like shape; (4) the chain conformational distribution studied implies an asymmetry of entropy elasticity of the polymer chain system.
出处 《高分子学报》 SCIE CAS CSCD 北大核心 1997年第6期647-651,共5页 Acta Polymerica Sinica
基金 国家科委国家基础性研究重大关键项目 国家自然科学基金
关键词 链构象尺寸 链构象能量 熵弹性 Chain conformational dimension,Chain conformational energy entropy elasticity
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参考文献2

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同被引文献52

  • 1杨小震.Conformational elasticity theory of chain molecules[J].Science China Chemistry,2001,44(2):154-168. 被引量:1
  • 2Juan Sun,Xiao-zhen Yang Polymer Physics Laboratory Center for Molecular Sciences, Institute of Chemistry Chinese Academy of Sciences Beijing 100080 China.CHEMICAL STRUCTURE DEPENDENCE OF THE INTERNAL ENERGY CONTRIBUTION IN RUBBER ELASTICITY[J].Chinese Journal of Polymer Science,2001,19(5):447-449. 被引量:1
  • 3李险峰 杨小震 等.-[J].高分子学报,1997,(6):647-647.
  • 4Yang X,Chin J Polym Sci,1998年,16卷,279页
  • 5Flory P J.Statistical Mechanics of Chain Molecules[M].New York:Interscience,1969.
  • 6Rapaport D C.Configurational properties of polymers in a good solvent[J].J Phys,1976(A9):1 521-1 537.
  • 7Krevelen D W Van. Properties of Polymers. New York: Elsevier, 1976
  • 8Wool L A, Roth F L. Stress-temperature relations in a pure-gum vulcanizate ofnatural rubber. J Appl Phys, 1944, 15: 781~789
  • 9Flory P J, Rehner J Jr. Statistical mechanics of cross-linked polymer networks. JChem Phys, 1943, 11: 521~526
  • 10Wall F T. Statistical thermodynamics of rubber. Ⅱ. J Chem Phys, 1942, 10: 485-488

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