Probability density function modelling of concentration in and above a canopy layer

Non-linear chemical reactions and other important processes depend on average concentration as well as on the fluctuations of concentration of chemical species. Probability density function (PDF) modelling is a powerful tool for evaluating in an exact manner chemical reaction depending on higher ord...

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Veröffentlicht in:Agricultural and forest meteorology 2005-11, Vol.133 (1), p.153-165
Hauptverfasser: Cassiani, M., Radicchi, A., Giostra, U.
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container_title Agricultural and forest meteorology
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creator Cassiani, M.
Radicchi, A.
Giostra, U.
description Non-linear chemical reactions and other important processes depend on average concentration as well as on the fluctuations of concentration of chemical species. Probability density function (PDF) modelling is a powerful tool for evaluating in an exact manner chemical reaction depending on higher order concentration moments. However, only few studies are devoted to investigate applications of PDF modelling to pollutant dispersion and reactions in atmospheric turbulence. In real cases, very often the emissions/reactions of pollutants take place in and above a canopy layer (urban canopy, vegetation canopy); therefore, the vertical turbulence inhomogeneity plays a relevant role. This inhomogeneity can be efficiently taken into account by PDF approach. We implement a simplified one-dimensional model for the velocity composition PDF by coupling a Monte Carlo simulation and a micro-mixing model (IECM). Under a general assumption of horizontally homogeneous extensive plane source the proposed model is able to fairly reproduce all the concentration moments measured in a laboratory experiment on scalar dispersion within a model plant canopy.
doi_str_mv 10.1016/j.agrformet.2005.09.007
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subjects Agricultural and forest climatology and meteorology. Irrigation. Drainage
Agronomy. Soil science and plant productions
air pollution
Biological and medical sciences
Canopy
chemical reactions
Concentration PDF
density
Fundamental and applied biological sciences. Psychology
General agronomy. Plant production
Micro-mixing model
Particle model
PDF modelling
plants
pollutants
simulation models
spatial variation
Turbulent dispersion
turbulent flow
wind
title Probability density function modelling of concentration in and above a canopy layer
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