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维基百科

统计场论

统计场论statistical field theory)是以为自由度的统计力学,即体系的微观态以场构型来描述。对于高分子体系,统计场论也被称作高分子场论。统计场论广泛用于描述高分子物理生物物理学体系,比如高分子薄膜、嵌段共聚物[1]聚电解质[2]

参考文献

引用

  1. ^ Baeurle SA, Usami T, Gusev AA. A new multiscale modeling approach for the prediction of mechanical properties of polymer-based nanomaterials. Polymer. 2006, 47 (26): 8604–8617. doi:10.1016/j.polymer.2006.10.017. 
  2. ^ Baeurle SA, Nogovitsin EA. Challenging scaling laws of flexible polyelectrolyte solutions with effective renormalization concepts. Polymer. 2007, 48 (16): 4883–4899. doi:10.1016/j.polymer.2007.05.080. 

来源

  • Statistical Field Theory volumes I and II (Cambridge Monographs on Mathematical Physics) by Claude Itzykson, Jean-Michel Drouffe, Publisher: Cambridge University Press; (March 29, 1991) ISBN 0-521-40806-7 ISBN 0-521-40805-9
  • The P(φ)2 Euclidean (quantum) field theory. by Barry Simon. Princeton Univ Press (June 1974) ISBN 0-691-08144-1
  • Quantum Physics: A Functional Integral Point of View by James Glimm, Jaffe. Springer; 2nd edition (May 1987) ISBN 0-387-96477-0

统计场论, statistical, field, theory, 是以场为自由度的统计力学, 即体系的微观态以场构型来描述, 对于高分子体系, 也被称作高分子场论, 广泛用于描述高分子物理或生物物理学体系, 比如高分子薄膜, 嵌段共聚物, 和聚电解质, 参考文献, 编辑引用, 编辑, baeurle, usami, gusev, multiscale, modeling, approach, prediction, mechanical, properties, polymer, based, nanomater. 统计场论 statistical field theory 是以场为自由度的统计力学 即体系的微观态以场构型来描述 对于高分子体系 统计场论也被称作高分子场论 统计场论广泛用于描述高分子物理或生物物理学体系 比如高分子薄膜 嵌段共聚物 1 和聚电解质 2 参考文献 编辑引用 编辑 Baeurle SA Usami T Gusev AA A new multiscale modeling approach for the prediction of mechanical properties of polymer based nanomaterials Polymer 2006 47 26 8604 8617 doi 10 1016 j polymer 2006 10 017 Baeurle SA Nogovitsin EA Challenging scaling laws of flexible polyelectrolyte solutions with effective renormalization concepts Polymer 2007 48 16 4883 4899 doi 10 1016 j polymer 2007 05 080 来源 编辑 Statistical Field Theory volumes I and II Cambridge Monographs on Mathematical Physics by Claude Itzykson Jean Michel Drouffe Publisher Cambridge University Press March 29 1991 ISBN 0 521 40806 7 ISBN 0 521 40805 9 The P f 2 Euclidean quantum field theory by Barry Simon Princeton Univ Press June 1974 ISBN 0 691 08144 1 Quantum Physics A Functional Integral Point of View by James Glimm Jaffe Springer 2nd edition May 1987 ISBN 0 387 96477 0 David Tong sft https www damtp cam ac uk user tong sft html 页面存档备份 存于互联网档案馆 取自 https zh wikipedia org w index php title 统计场论 amp oldid 61726324, 维基百科,wiki,书籍,书籍,图书馆,

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