Abstract
The properties of polymers in a disordered environment are studied with emphasis on the effect of trapping due to fluctuations in the porosity of the environment. Results are obtained for , the number of self-avoiding walks of length N starting at the origin, and D, the diffusion coefficient for the center of mass of the polymer. The two most important new results are that 〈ln〉≊N-, with α=2-dν and ν the Flory exponent, and that the leading behavior of the diffusion coefficient is D≊exp(-).
- Received 8 February 1989
DOI:https://doi.org/10.1103/PhysRevA.40.1720
©1989 American Physical Society