Flory theory for Polymers
arXiv:1308.2414 · doi:10.1088/0953-8984/25/50/503101
Abstract
We review various simple analytical theories for homopolymers within a unified framework. The common guideline of our approach is the Flory theory, and its various avatars, with the attempt of being reasonably self-contained. We expect this review to be useful as an introduction to the topic at the graduate students level.
Topical review appeared J. Phys.: Condens. Matter, 46 pages, 8 Figures. Sec. VIF added. Typos fixed. Few references added
Cited by in corpus (19)
- Effective stiffness and formation of secondary structures in a protein-like model
- Polymer compaction and bridging-induced clustering of protein-inspired patchy particles
- A flexible polymer chain in a critical solvent: Coil or globule?
- Chain stiffness bridges conventional polymer and bio-molecular phases}
- Polymer effects on Karman Vortex: Molecular Dynamics Study
- Thermodynamic relations for DNA phase transitions
- Melting behavior and different bound states in three-stranded DNA models
- Elasticity of a DNA chain dotted with bubbles under force
- Softening of DNA near Melting as Disappearance of an Emergent Property
- Scaling properties of RNA as a randomly branching polymer
- Rigidity of Melting DNA
- Universal scaling in real dimension
- Effects of polymers on the cavitating flow around a cylinder: A Large-scale molecular dynamics analysis
- Viral RNA as a branched polymer
- DNA Unzipping Transition
- Randomly branching -polymers in two and three dimensions: Average properties and distribution functions
- Configurational entropy of randomly double-folding ring polymers
- A sheet-like structure in the proximity of compact DNA
- Statistics of Projected Motion in one dimension of a d-dimensional Random Walker