A modified Euler-Maruyama method is proposed and proven to converge weakly with order 1 to one-dimensional sticky diffusions.
W., H OLMES -C ERFON , M
2 Pith papers cite this work. Polarity classification is still indexing.
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Tensile tests on a 16-bead colloidal ribbon reveal multiple deformation modes up to fracture at ~10% strain, reproduced by a spring-mass model with full and reduced Monte Carlo simulations.
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A modified Euler-Maruyama method to simulate a one-dimensional sticky diffusion
A modified Euler-Maruyama method is proposed and proven to converge weakly with order 1 to one-dimensional sticky diffusions.
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Mechanical response of quasi-two-dimensional colloidal clusters under uniaxial tension
Tensile tests on a 16-bead colloidal ribbon reveal multiple deformation modes up to fracture at ~10% strain, reproduced by a spring-mass model with full and reduced Monte Carlo simulations.