Quick Computing Numerical Model of Pollutant Dispersion in Urban Street canyon

Loading...
Thumbnail Image

Date

ORCID

DOI

item.page.thesis.degree.name

item.page.thesis.degree.level

item.page.thesis.degree.discipline

item.page.thesis.degree.department

item.page.thesis.degree.grantor

item.page.thesis.degree.advisor

item.page.thesis.degree.committeeMember

Journal Title

Journal ISSN

Volume Title

Publisher

Kaunas University of Technology

Abstract

This research proposes a numerical model for the quick calculation of air pollution by emissions from cars in urban area such as "canyon". The Euler equations written in Helmholds variables were used to calculate the wind flow velocity field in street canyon. A special technique is used to calculate the vorticity in the corner points of buildings and barriers near the road. To calculate pollutant concentration field in the street canyon, which is formed from the traffic flow, the mass transfer equation was used, which took into account pollutant emission rate from cars, atmospheric diffusion, gravitational deposition, convective transfer. For numerical integration of modeling equations change-triangular finitedifference schemes were used The computer code realizing the developed numerical model was developed. The results of computational experiments to estimate the level of air pollution for different variants of the "canyon" scheme are presented.

Description

Citation

Biliaiev M., Rusakova Т., Biliaievа V. V., Berlov O., Kozachyna V. A., Kirichenko P. Quick Computing Numerical Model of Pollutant Dispersion in Urban Street canyon. Transport Means 2022 : Proceedings of 26th International Scientific Conference (05–07 Oct., 2022, Kaunas, Lithuania). Kaunas, 2022. Pt. I. P. 10–16.
Biliaiev, M., Rusakova, Т., Biliaievа, V. V., Berlov, O., Kozachyna, V. A., Kirichenko, P. (2022). Quick Computing Numerical Model of Pollutant Dispersion in Urban Street canyon. Transport Means 2022 : Proceedings of 26th International Scientific Conference (05–07 Oct., 2022, Kaunas, Lithuania). Kaunas, I, 10–16.

Endorsement

Review

Supplemented By

Referenced By