A new mathematical technique for identifying potential sources of groundwater contamination

被引:0
|
作者
W. R. Laton
R. J. Whitley
T. V. Hromadka
机构
[1] California State University,Department of Geological Sciences
[2] Fullerton,Department of Mathematics
[3] University of California,Department of Mathematical Sciences
[4] Irvine,undefined
[5] United States Military Academy,undefined
来源
Hydrogeology Journal | 2007年 / 15卷
关键词
Hydrochemical modeling; Numerical modeling; Quadratic programming; Convex hull;
D O I
暂无
中图分类号
学科分类号
摘要
The observed hydrogeochemical condition of groundwater at a particular well is usually represented as a mixture of various sources of pollution and background conditions and is given in terms of measurements of multiple dissolved inorganic water contaminants such as total dissolved solids (TDS). Concentrations from a given set of wells can be compared against one another in a variety of ways, but the consideration as to which chemical concentrations are best related to one another is limited. In this analysis, an example is given to show that if there are a total of N concentration values, all N must be considered simultaneously in order to ascertain whether the observed conditions at the well can be explained as a mixture, and this can be done by solving a quadratic programming problem-convex hull.
引用
收藏
页码:333 / 338
页数:5
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