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带电聚合物刷自洽场理论的数值计算实现

Numerical Calculation of Self-Consistent Field Theory on Polyelectrolyte Brush
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摘要 介绍了Biesheuvel等人提出的有关带电聚合物刷的自洽场理论,在此基础上,提出该自洽场理论的数值计算,并给出利用数值计算得出的密度分布图。 The self-consistent field theory proposed by Biesheuvel et al. was introduced. Detailed numerical calculations were performed to get density distribution profiles.
作者 何素贞
机构地区 莆田学院机电工程学院
出处 《莆田学院学报》 2014年第2期91-93,共3页 Journal of putian University
基金 福建省自然科学基金项目(2012J05008)
关键词 带电聚合物刷 自洽场理论 数值计算 polyelectrolyte brush self-consistent field theory numerical calculation
分类号 O631 [理学—高分子化学]
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参考文献8

  • 1Biesheuvel P M,De Vos W M,Amoskov V M.Semianalytical continuum model for nondilute neutral and charged brushes including finite stretching[J].Macromolecule,2008,41(16):6254-6259.
  • 2孙喆,宋海华.表面接枝二分散聚合物的自洽场理论[J].化工学报,2006,57(4):975-980. 被引量：2
  • 3Zhulina E B,Klein J,Wolterink,et al.Screening effects in a polyelectrolyte brush:self-consistent-field theory[J].Macromolecules,2000,33(13):4945-4953.
  • 4寇大治,梁好均.自洽场理论研究嵌段聚合物的并行算法实现[J].计算机工程与科学,2012,34(8):108-113. 被引量：1
  • 5Yan D D,Suo T C,Zhang X H,et al.Self-consistent field theory and its applications in polymer systems[J].Front Chem China,2011,6(4):310-331.
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  • 7何素贞.带电聚合物刷的分子动力学模拟和研究[J].莆田学院学报,2009,16(5):86-89. 被引量：2
  • 8Chen L,Merlitz H,He S Z,et al.Polyelectrolyte brushes:debye approximation and mean-field theory[J].Macromolecules,2011,44:3109-3116.

二级参考文献37

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莆田学院学报
2014年 第2期

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