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Published on: September 26, 2014
Optimal percolation of disordered segregated composites.
Niklaus Johner1, Claudio Grimaldi, Thomas Maeder
1LPM, Ecole Polytechnique Fédérale de Lausanne, Station 17, CH-1015 Lausanne, Switzerland. niklaus.johner@epfl.ch
We studied percolation thresholds in segregated composite systems. An optimal concentration for percolation was found to exist before maximum segregation, driven by competing volume and concentration effects.
Area of Science:
- Materials Science
- Physics
- Statistical Mechanics
Background:
- Percolation theory describes the formation of connected clusters in random systems.
- Segregated systems, common in composite materials, exhibit complex percolation behavior.
- Understanding percolation thresholds is crucial for designing materials with specific properties.
Purpose of the Study:
- To evaluate percolation threshold values in a realistic model of continuum segregated systems.
- To investigate the relationship between segregation and percolation threshold.
- To identify optimal conditions for percolation in segregated composites.
Main Methods:
- Modeling segregated systems with spherical inclusions and penetrable shells.
- Analyzing the behavior of hardcore spherical particles within these systems.
- Evaluating percolation threshold as a function of segregation concentration.
Main Results:
- The percolation threshold is a non-monotonous function of segregation.
- An optimal (minimum) critical concentration for percolation exists before maximum segregation.
- This phenomenon arises from a balance between reduced available volume and increased concentration requirements.
Conclusions:
- Segregation significantly impacts percolation thresholds in composite materials.
- Optimal material design for percolation can be achieved at intermediate segregation levels.
- Findings offer insights into the behavior of existing segregated materials.
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