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Directed Polymers and Interfaces in Disordered Media.
Róbinson J Acosta Diaz1, Christian D Rodríguez-Camargo2,3, Nami F Svaiter4
1Instituto de Física, Universidade Federal do Rio de Janeiro, Av. Athos da Silveira Ramos 149, Rio de Janeiro 21941-972, Brazil.
We developed a field theory for disordered polymers and interfaces. This approach uses integer moments of the partition function to calculate averaged free energy and interface wandering exponents.
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Area of Science:
- Statistical Mechanics
- Condensed Matter Physics
- Polymer Physics
Background:
- Directed polymers and interfaces in disordered media are crucial in various fields.
- Understanding their behavior at finite temperatures is essential.
- Quenched disorder introduces significant complexity to these systems.
Purpose of the Study:
- To develop a field theory formulation for directed polymers and interfaces with quenched disorder.
- To analyze the structure of field space for these systems at finite temperatures.
- To derive the wandering exponent for interfaces using a novel method.
Main Methods:
- A series representation for the averaged free energy was derived.
- Integer moments of the partition function were utilized.
- Saddle-point equations from partition function moments were applied to analyze field space structure.
Main Results:
- The study provides a series representation for averaged free energy, incorporating all integer moments of the partition function.
- Analysis of field space structure revealed insights into polymer and interface behavior.
- The wandering exponent for interfaces was calculated as ξ = (4-d)/2.
Conclusions:
- The developed field theory offers a new perspective on disordered polymer and interface systems.
- The method successfully reproduces known results, such as the interface wandering exponent.
- This formulation provides a framework for further investigations into complex disordered systems.