We study an aggregation model of charged particles in the cases of weighted input (power-law input) and spatially fractal input. For 1-dimensional and mean-field models we obtain the behaviour of the steady state as well as the time dependence of perturbations during the relaxation of the steady state. For input of particles that follows a power law in the charge distribution (p(I)∼SCOPUS: ar.jinfo:eu-repo/semantics/publishe
A model has been developed for describing the aggregation process of two fractal clusters under quie...
Inspired by a PDE-ODE system of aggregation developed in the biomathematical literature, we investig...
We study the stationary state of a Poisson problem for a system of N perfectly conducting metal ball...
In many processes of interest in physics, chemistry and biology small particles come together to for...
We distinguish two different types of irreversible aggregation-accretion of individual particles and...
We study ballistic aggregation on a two-dimensional square lattice, where particles move ballistical...
We report the effects of charge particles on the fractal structure based on the Diffusion-Limited Ag...
International audienceThe aggregation equation is a nonlocal and nonlinear conservation law commonly...
International audienceThe mathematical modelling of the dynamics of particle suspension is based on ...
Despite their wide presence in various models in the study of collective behaviors, explicit swarmin...
The stochastic Eden model of charged particles aggregation in two-dimensional systems is presented. ...
Over the past decade, the aggregation equation has become a popular area of research within mathemat...
The characterization of fine particles is an area of immense significance to many industrial endeavo...
A model has been developed for describing the aggregation process of two fractal clusters under quie...
Inspired by a PDE-ODE system of aggregation developed in the biomathematical literature, we investig...
We study the stationary state of a Poisson problem for a system of N perfectly conducting metal ball...
In many processes of interest in physics, chemistry and biology small particles come together to for...
We distinguish two different types of irreversible aggregation-accretion of individual particles and...
We study ballistic aggregation on a two-dimensional square lattice, where particles move ballistical...
We report the effects of charge particles on the fractal structure based on the Diffusion-Limited Ag...
International audienceThe aggregation equation is a nonlocal and nonlinear conservation law commonly...
International audienceThe mathematical modelling of the dynamics of particle suspension is based on ...
Despite their wide presence in various models in the study of collective behaviors, explicit swarmin...
The stochastic Eden model of charged particles aggregation in two-dimensional systems is presented. ...
Over the past decade, the aggregation equation has become a popular area of research within mathemat...
The characterization of fine particles is an area of immense significance to many industrial endeavo...
A model has been developed for describing the aggregation process of two fractal clusters under quie...
Inspired by a PDE-ODE system of aggregation developed in the biomathematical literature, we investig...
We study the stationary state of a Poisson problem for a system of N perfectly conducting metal ball...