Random Sequential Adsorption: From Continuum to Lattice and Pre-Patterned Substrates

Abstract

The random sequential adsorption (RSA) model has served as a paradigm for diverse phenomena in physical chemistry, as well as in other areas such as biology, ecology, and sociology. In the present work, we survey aspects of the RSA model with emphasis on the approach to and properties of jammed states obtained for large times in continuum deposition versus that on lattice substrates, and on pre-patterned surfaces. The latter model has been of recent interest in the context of efforts to use pre-patterning as a tool to improve selfassembly in micro- and nanoscale surface structure engineering.

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• Morphology of Fine-Particle Monolayers Deposited on Nanopatterned Substrates
• Jamming and percolation in random sequential adsorption of straight rigid rods on a two-dimensional triangular lattice
• Nonequilibrium growth of patchy-colloid networks on substrates
• Simulation study of random sequential adsorption of mixtures on a triangular lattice
• Nonequilibrium adsorption of 2AnB patchy colloids on substrates
• Jamming and percolation in generalized models of random sequential adsorption of linear $k$-mers on a square lattice
• Random Sequential Adsorption of Oriented Superdisks
• Nonequilibrium self-organization of colloidal particles on substrates: adsorption, relaxation, and annealing
• Adsorbed films of three-patch colloids: Continuous and discontinuous transitions between thick and thin films
• Scaling properties of the number of random sequential adsorption iterations needed to generate saturated random packing
• Jamming and percolation properties of random sequential adsorption with relaxation
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• Effect of particle polydispersity on the irreversible adsorption of fine particles on patterned substrates
• A Cooperative Sequential Adsorption Model in Two Dimensions with Experimental Applications for Ionic Self-Assembly of Nanoparticles
• Random sequential adsorption on Euclidean, fractal and random lattices
• A second row Parking Paradox
• Analytical and numerical study of particles with binary adsorption
• Random Sequential Adsorption on Imprecise Lattice
• Cooperative sequential adsorption models on a Cayley tree: analytical results and applications
• Field-driven dynamical demixing of binary mixtures
• The cell adaptation time sets a minimum length scale for patterned substrates
• Breaking universality in random sequential adsorption on a square lattice with long-range correlated defects
• Stochastic particle packing with specified granulometry and porosity
• Jammed state characterization of the random sequential adsorption of segments of two lengths on a line
• Random Sequential Adsorption of Objects of Decreasing Size
• Generalized random sequential adsorption on Erdős-Rényi random graphs
• Percolation and jamming of linear $k$-mers on square lattice with defects: effect of anisotropy
• Self-assembly of colloidal bands driven by a periodic external field
• Jamming and percolation in the random sequential adsorption of a binary mixture on the square lattice
• Nonstandard Convergence to Jamming in Random Sequential Adsorption: The Case of Patterned One-Dimensional Substrates
• Kinetics of Deposition of Oriented Superdisks
• Standard and inverse site percolation of straight rigid rods on triangular lattices: Isotropic and nematic deposition/removal
• "Paris car parking problem" for partially ordered discorectangles on a line
• Single-particle localization in a two-dimensional Rydberg spin system
• Cross-over between diffusion-limited and reaction-limited regimes in the coagulation-diffusion process
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• Random sequential adsorption of aligned rectangles with two discrete orientations: Finite-size scaling effects
• Corrected mean-field model for random sequential adsorption on random geometric graphs
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• On ballistic deposition process on a strip
• Maximal Density, Kinetics of Deposition and Percolation Threshold of Loose Packed Lattices
• Kinetics of Deposition in the Diffusion-Controlled Limit
• Geometrical and transport properties of sequential adsorption clusters
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• Monte Carlo simulation of selective adsorption in a binary hard-disk mixture on patterned adhesive surfaces