Selected ETH Polymer Physics publications

by
abstracts hide pdf's show images
matching keyword & author

1 selected entry has been cited at least 79 times (SCI, 04-05-2024)

Article   M. Kröger, O. Peleg, A. Halperin
From dendrimers to dendronized polymers and forests: Scaling theory and its limitations
Macromolecules 43 (2010) 6213-6224
A unified Flory-type theory of dendron brushes, dendrimers, dendronized polymers and forests, yields scaling rules, state diagrams and information on the collapse transition. The theory also describes the corresponding brushes of linear chains: stars, bottle brushes and planar brushes. It thus permits a detailed discussion of various tuning parameters and their effects for the different brush types. The discussion addresses the effects of solvent quality, grafting density, the persistence length and branching functionality. The theory is formulated for the case of ''identical monomers'' assuming that spacer monomers, junctions and ends are identical in shape and interactions.


for LaTeX users
@article{MKroger2010-43,
 author = {M. Kr\"oger and O. Peleg and A. Halperin},
 title = {From dendrimers to dendronized polymers and forests: Scaling theory and its limitations},
 journal = {Macromolecules},
 volume = {43},
 pages = {6213-6224},
 year = {2010}
}

\bibitem{MKroger2010-43} M. Kr\"oger, O. Peleg, A. Halperin,
From dendrimers to dendronized polymers and forests: Scaling theory and its limitations,
Macromolecules {\bf 43} (2010) 6213-6224.

MKroger2010-43
M. Kr\"oger, O. Peleg, A. Halperin
From dendrimers to dendronized polymers and forests: Scaling theory and its limitations
Macromolecules,43,2010,6213-6224


© 07 May 2024 mk@mat.ethz.ch      1 out of 812 entries requested [H-factor to-date: > 0]