An updated version of the semi-analytical model for describing the steady-state concentration in the atmospheric boundary layer is presented here. Two inversion methods of the Laplace transform are tested: the Gaussian Quadrature scheme and the Fixed-Talbot method. The model takes into account settling velocity, removal (wet and dry deposition), and first order chemical reactions. The capability of the model to accurately predict the ground-level concentration is demonstrated qualitative and quantitatively. The results are in good agreement with experimental data
The present work is an attempt to simulate the dispersion of pollutants in the surroundings of the t...
ABSTRACT: This paper brings the first results concerning a new analytic model to evaluate atmospheri...
In this work an atmospheric dispersion-deposition model to describe the radionuclides concentration ...
Abstract: The Advection-Diffusion Equation (ADE) is solved for a constant pollutant emission from a ...
In this work, we present a new analytical approach for the solution of the advection–diffusion equat...
In this paper we present an analytical solution of the advection-diffusion equation which describes ...
A three-dimensional atmospheric dispersion model of a heavy admixture emitted from an elevated conti...
This paper presents an analytical solution for the three-dimensional advection-diffusion equation ap...
In this paper, the diffusion equation was solved in three dimensions to calculate the ground level c...
Turbulent atmospheric diffusion from single or multiple point sources was simulated using the K-theo...
Advection diffusion equation with constant and variable coefficient has a wide range of practical, ...
THE PHENOMENA RELEVANT TO THE DISPERSION OF POLLUTANTS IN THE ATMOSPHERE ARE DISCU...
Abstract: In this paper, we studied a local and a non-local scheme for vertical diffusion in the atm...
International audienceA generalized mathematical model describing the crosswind-integrated concentra...
The present work shows an analytical solution for the two-dimensional advectiondiffusion equation a...
The present work is an attempt to simulate the dispersion of pollutants in the surroundings of the t...
ABSTRACT: This paper brings the first results concerning a new analytic model to evaluate atmospheri...
In this work an atmospheric dispersion-deposition model to describe the radionuclides concentration ...
Abstract: The Advection-Diffusion Equation (ADE) is solved for a constant pollutant emission from a ...
In this work, we present a new analytical approach for the solution of the advection–diffusion equat...
In this paper we present an analytical solution of the advection-diffusion equation which describes ...
A three-dimensional atmospheric dispersion model of a heavy admixture emitted from an elevated conti...
This paper presents an analytical solution for the three-dimensional advection-diffusion equation ap...
In this paper, the diffusion equation was solved in three dimensions to calculate the ground level c...
Turbulent atmospheric diffusion from single or multiple point sources was simulated using the K-theo...
Advection diffusion equation with constant and variable coefficient has a wide range of practical, ...
THE PHENOMENA RELEVANT TO THE DISPERSION OF POLLUTANTS IN THE ATMOSPHERE ARE DISCU...
Abstract: In this paper, we studied a local and a non-local scheme for vertical diffusion in the atm...
International audienceA generalized mathematical model describing the crosswind-integrated concentra...
The present work shows an analytical solution for the two-dimensional advectiondiffusion equation a...
The present work is an attempt to simulate the dispersion of pollutants in the surroundings of the t...
ABSTRACT: This paper brings the first results concerning a new analytic model to evaluate atmospheri...
In this work an atmospheric dispersion-deposition model to describe the radionuclides concentration ...