OAK

An analytical model for non-conservative pollutants mixing in the surf zone

Metadata Downloads
Abstract
Accurate simulation of the surf zone is a prerequisite to improve beach management as well as to understand the fundamentals of fate and transport of contaminants. In the present study, a diagnostic model modified from a classic solute model is provided to illuminate non-conservative pollutants behavior in the surf zone. To readily understand controlling processes in the surf zone, a new dimensionless quantity is employed with index of kappa number (K, a ratio of inactivation rate to transport rate of microbial pollutant in the surf zone), which was then evaluated under different environmental frames during a week simulation period. The sensitivity analysis showed that hydrodynamics and concentration gradients in the surf zone mostly depend on n (number of rip currents), indicating that n should be carefully adjusted in the model. The simulation results reveal, furthermore, that large deviation typically occurs in the daytime, signifying inactivation of fecal indicator bacteria is the main process to control surf zone water quality during the day. Overall, the analytical model shows a good agreement between predicted and synthetic data (R(2) = 0.51 and 0.67 for FC and ENT, respectively) for the simulated period, amplifying its potential use in the surf zone modelling. It is recommended that when the dimensionless index is much larger than 0.5, the present modified model can predict better than the conventional model, but if index is smaller than 0.5, the conventional model is more efficient with respect to time and cost.
Author(s)
Ki, Seo JinHwang, Jin HwanKang, Joo-HyonKim, Joon Ha
Issued Date
2009
Type
Article
DOI
10.2166/wst.2009.231
URI
https://scholar.gist.ac.kr/handle/local/17199
Publisher
I W A PUBLISHING
Citation
WATER SCIENCE AND TECHNOLOGY, v.59, no.11, pp.2117 - 2124
ISSN
0273-1223
Appears in Collections:
Department of Environment and Energy Engineering > 1. Journal Articles
공개 및 라이선스
  • 공개 구분공개
파일 목록
  • 관련 파일이 존재하지 않습니다.

Items in Repository are protected by copyright, with all rights reserved, unless otherwise indicated.