Search results for "Monte carlo studies"

showing 2 items of 2 documents

Irreversible Multilayer Adsorption

1993

Random sequential adsorption (RSA) models have been studied due to their relevance to deposition processes on surfaces. The depositing particles are represented by hard-core extended objects; they are not allowed to overlap. Numerical Monte Carlo studies and analytical considerations are reported for 1D and 2D models of multilayer adsorption processes. Deposition without screening is investigated, in certain models the density may actually increase away from the substrate. Analytical studies of the late stage coverage behavior show the crossover from exponential time dependence for the lattice case to the power law behavior in the continuum deposition. 2D lattice and continuum simulations r…

Materials scienceAdsorptionRandom sequential adsorptionCondensed matter physicsLattice (order)CrossoverLate stageMonte carlo studiesPower lawExponential function
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Logarithmic finite-size effects on interfacial free energies: Phenomenological theory and Monte Carlo studies

2014

The computation of interfacial free energies between coexisting phases (e.g.~saturated vapor and liquid) by computer simulation methods is still a challenging problem due to the difficulty of an atomistic identification of an interface, and due to interfacial fluctuations on all length scales. The approach to estimate the interfacial tension from the free energy excess of a system with interfaces relative to corresponding single-phase systems does not suffer from the first problem but still suffers from the latter. Considering $d$-dimensional systems with interfacial area $L^{d-1}$ and linear dimension $L_z$ in the direction perpendicular to the interface, it is argued that the interfacial …

PhysicsStatistical Mechanics (cond-mat.stat-mech)LogarithmSurface PropertiesEntropyComputationTemperatureFOS: Physical sciencesTracingSurface tensionComputer SimulationFree energiesMonte carlo studiesStatistical physicsMonte Carlo MethodCondensed Matter - Statistical MechanicsPhysical Review E
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