Derivation of the Gaussian plume model in three dimensions | Zendy

Magdy Abdel Wahab | Zendy; Khaled S. M. Essa | Zendy; H.M. ELSMAN | Zendy; Adel S. Soliman | Zendy; S.M. ELGMMAL | Zendy; Ali Wheida | Zendy

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Derivation of the Gaussian plume model in three dimensions

Author(s) -

Magdy Abdel Wahab,

Khaled S. M. Essa,

H.M. ELSMAN,

Adel S. Soliman,

S.M. ELGMMAL,

Ali Wheida

Publication year - 2014

Publication title -

mausam

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.243

H-Index - 12

ISSN - 0252-9416

DOI - 10.54302/mausam.v65i1.892

Subject(s) - crosswind , gaussian , power law , laplace transform , eddy diffusion , plume , meteorology , advection , mathematics , constant (computer programming) , transformation (genetics) , statistical physics , environmental science , mathematical analysis , geology , statistics , physics , turbulence , thermodynamics , computer science , quantum mechanics , programming language , biochemistry , chemistry , gene

Gaussian plume model is a common model to study advection diffusion equation which is solved in three dimensions by using Laplace transformation considering constant eddy diffusivity and wind speed power law. Different schemes such as Irwin, Power Law, Briggs and Standard methods are used to obtain crosswind integrated concentration. Statistical measures are used in this paper to know which is the best scheme which agrees with the observed concentration data obtained from Copenhagen, Denmark. The results of model are compared with observed data.

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