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Jamming configurations for irreversible deposition on a square lattice

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  • Budinski-Petković, Lj.
  • Kozmidis-Luburić, U.

Abstract

Irreversible deposition of various shapes on the square lattice is studied by Monte Carlo simulation. Shapes are made by directed self-avoiding walks on the lattice. The jamming coverage θ(∞) decays exponentially with the size s of the depositing objects, for small values of s. For deposition of two-component mixtures of small shapes we also suggest exponential decay of θ(∞) with the length of the walk which makes the shape. Jamming configurations consist of clusters of inaccessible sites and of domains of parallely deposited objects (for elongated shapes).

Suggested Citation

  • Budinski-Petković, Lj. & Kozmidis-Luburić, U., 1997. "Jamming configurations for irreversible deposition on a square lattice," Physica A: Statistical Mechanics and its Applications, Elsevier, vol. 236(3), pages 211-219.
    • Handle: RePEc:eee:phsmap:v:236:y:1997:i:3:p:211-219
    DOI: 10.1016/S0378-4371(96)00374-3
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    1. Michael J. Weiss & Howard S. Bloom & Natalya Verbitsky-Savitz & Himani Gupta & Alma E. Vigil & Daniel N. Cullinan, "undated". "How Much Do the Effects of Education and Training Programs Vary Across Sites? Evidence from Past Multisite Randomized Trials," Mathematica Policy Research Reports 7eda9611b6b64d5591897ef75, Mathematica Policy Research.
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