In this communication we analyze exciton annihilation reactions under spatial constraints. Such limitations often lower the effective dimension, an aspect which can be well-modelled through fractals. Thus, qualitative deviations of the reaction pattern from the kinetic scheme occur and allow to highlight the limits of the kinetic approach
We study the one-dimensional kinetics of diffusion-limited coalescence and annihilation with back re...
International audienceThe concept of limiting step gives the limit simplification: the whole network...
Reaction-diffusion systems can describe a wide class of rhythmic spatiotemporal patterns observed in...
Diffusion-limited reaction kinetics becomes anomalous not only for fractals, with their anomalous di...
Diffusion-limited reaction kinetics becomes anomalous not only for fractals, with their anomalous di...
We consider a simple model of annihilation reaction, when particles are located on a regular lattice...
A theory of the kinematics of singlet exciton annihilation in complexes of a finite number of molecu...
We review our scaling results for the diffusion-limited reactions A + A → 0 and A+B→0 on Euclidean a...
Exciton and electron—hole recombination reactions were simulated on one-dimensional and fractal netw...
In this thesis we show how reactive processes can be affected by the presence of different types of ...
We investigate three cases of bimolecular reaction kinetics in the diffusion limited regime when the...
We examine the fractal patterns arising in the Lattice Limit Cycle model, when it is restricted on s...
The main task of this dissertation was to study the macroscopic kinetic laws and the particle distri...
Very large scale Monte Carlo computer simulations on percolation clusters are presented. Critical co...
In biological systems, chemical reactions often take place in complex spatial environments. For exam...
We study the one-dimensional kinetics of diffusion-limited coalescence and annihilation with back re...
International audienceThe concept of limiting step gives the limit simplification: the whole network...
Reaction-diffusion systems can describe a wide class of rhythmic spatiotemporal patterns observed in...
Diffusion-limited reaction kinetics becomes anomalous not only for fractals, with their anomalous di...
Diffusion-limited reaction kinetics becomes anomalous not only for fractals, with their anomalous di...
We consider a simple model of annihilation reaction, when particles are located on a regular lattice...
A theory of the kinematics of singlet exciton annihilation in complexes of a finite number of molecu...
We review our scaling results for the diffusion-limited reactions A + A → 0 and A+B→0 on Euclidean a...
Exciton and electron—hole recombination reactions were simulated on one-dimensional and fractal netw...
In this thesis we show how reactive processes can be affected by the presence of different types of ...
We investigate three cases of bimolecular reaction kinetics in the diffusion limited regime when the...
We examine the fractal patterns arising in the Lattice Limit Cycle model, when it is restricted on s...
The main task of this dissertation was to study the macroscopic kinetic laws and the particle distri...
Very large scale Monte Carlo computer simulations on percolation clusters are presented. Critical co...
In biological systems, chemical reactions often take place in complex spatial environments. For exam...
We study the one-dimensional kinetics of diffusion-limited coalescence and annihilation with back re...
International audienceThe concept of limiting step gives the limit simplification: the whole network...
Reaction-diffusion systems can describe a wide class of rhythmic spatiotemporal patterns observed in...
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