A linked three-dimensional PBL and dispersion model in coastal regions
β Scribed by Jiang Wei-Mei; Wu Xiao-Ming
- Publisher
- Springer
- Year
- 1990
- Tongue
- English
- Weight
- 940 KB
- Volume
- 53
- Category
- Article
- ISSN
- 0006-8314
No coin nor oath required. For personal study only.
β¦ Synopsis
In this paper a 3-D mesoscale PBL dynamic prognostic model for a coastal region with complex terrain was developed to simulate the 3-D flow field under a local sea-land breeze circulation. The output from the PBL model was used as an input to an Eulerian numerical model which can be used to simulate finely the temporal and spatial distributions of an air pollutant (SO,) during a sea-land breeze developing in a coastal region. With respect to its use as a diagnostic model, only a few data would be required to simulate the background winds controlled by a larger scale synoptic system, and then provide initial winds for the PBL model. Having linked the three models and defined the coefficients of turbulent diffusion in a simple form, an integrated 3-D numerical air quality model suitable for the coastal environment was designed. The period of May 29, 1986 was selected for simulating and analysing the distribution of air pollutants over the coastal area of Bohai-sea in Northern China. The results indicated that the calculated concentrations corresponded with the observed ones on the whole. Thus this linked model has been shown to be feasible and useful in practice.
π SIMILAR VOLUMES
## Abstract Analytical solutions for contaminant transport in a nonβuniform flow filed are very difficult and relatively rare in subsurface hydrology. The difficulty is because of the fact that velocity vector in the nonβuniform flow field is spaceβdependent rather than constant. In this study, an
A three-dimensional baroclinic numerical model has been developed to compute water levels and water particle velocity distributions in coastal waters. The numerical model consists of hydrodynamic, transport and turbulence model components. In the hydrodynamic model component, the Navier -Stokes equa