Using numerical methods we study the annihilation reactions A + A → 0 and A + B → 0 in one and two dimensions in the presence of inertial contributions to the motion of the particles. The particles move freely following Langevin dynamics at a fixed temperature. Our focus is on the role of friction.Peer Reviewe
We derive a kinetic theory of granular flow (KTGF) for frictional spheres in dense systems, includin...
We developed computer simulations of an inelastic granular gas which show that the energy decay prop...
In general physics courses, students study collisions between two objects. In every such collision t...
Using numerical methods we study the annihilation reactions A + A → 0 and A + B → 0 in one and two d...
Abstract. We propose a set of Langevin equations of motion together with a reaction rule for the stu...
We propose a set of Langevin equations of motion together with a reaction rule for the study of bina...
The validity of the reaction-diffusion formulation of annihilation kinetics, with randomly distribut...
Abstract: The reaction process A + B → ∅ is modelled for ballistic reactants on an infinite line wi...
We consider the properties of a one-dimensional fluid of Brownian inertial hard-core particles, whos...
The microscopic origin of friction is an important topic in science and technology. To date, notewor...
Two-particle annihilation reaction, A+ A ! inert, for immobile reactants on the Bethe lattice is sol...
We present a new approach based on the notion of inertance for the simultaneous collisions without f...
We derive a kinetic theory of granular flow (KTGF) for frictional spheres in dense systems, includin...
We analyze the hard sphere model with a rough surface using event driven simulation methods and stud...
Friction coefficients for the fusion reaction 16O+16O → 32S are extracted based on both the time-dep...
We derive a kinetic theory of granular flow (KTGF) for frictional spheres in dense systems, includin...
We developed computer simulations of an inelastic granular gas which show that the energy decay prop...
In general physics courses, students study collisions between two objects. In every such collision t...
Using numerical methods we study the annihilation reactions A + A → 0 and A + B → 0 in one and two d...
Abstract. We propose a set of Langevin equations of motion together with a reaction rule for the stu...
We propose a set of Langevin equations of motion together with a reaction rule for the study of bina...
The validity of the reaction-diffusion formulation of annihilation kinetics, with randomly distribut...
Abstract: The reaction process A + B → ∅ is modelled for ballistic reactants on an infinite line wi...
We consider the properties of a one-dimensional fluid of Brownian inertial hard-core particles, whos...
The microscopic origin of friction is an important topic in science and technology. To date, notewor...
Two-particle annihilation reaction, A+ A ! inert, for immobile reactants on the Bethe lattice is sol...
We present a new approach based on the notion of inertance for the simultaneous collisions without f...
We derive a kinetic theory of granular flow (KTGF) for frictional spheres in dense systems, includin...
We analyze the hard sphere model with a rough surface using event driven simulation methods and stud...
Friction coefficients for the fusion reaction 16O+16O → 32S are extracted based on both the time-dep...
We derive a kinetic theory of granular flow (KTGF) for frictional spheres in dense systems, includin...
We developed computer simulations of an inelastic granular gas which show that the energy decay prop...
In general physics courses, students study collisions between two objects. In every such collision t...