Radius of Gyration of Randomly Branched Molecules
arXiv:1402.6408
Abstract
The mathematical derivation of the mean square radius of gyration, <s2x>, of branched polymers is reinvestigated from a kinetic-equation-point of view. In particular we derive the corresponding quantity of the A-R-Bf-1 model; the result showing that the mean square radius of gyration is precisely identical with that of the R-Af model.
4 pages, 2 figures
Cited by in corpus (6)
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- Diffusion and Chemical Potential in Polymer Solutions
- Segment Distribution around the Center of Gravity of Branched Polymers
- Segment Distribution around the Center of Gravity of a Triangular Polymer
- Branched Polymers with Excluded Volume Effects/ Relationship between Polymer Dimensions and Generation Number