MATHEMATICAL METHODS FOR SURFACE AND SUBSURFACE HYDROSYSTEMS

Inbunden, Engelska, 2007

Del 7 i serien SERIES IN CONTEMPORARY APPLIED MATHEMATICS

1 199 kr

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Beskrivning

With the increasing awareness of the heavy burden placed on environmental resources and the need for industry and public institutions to cope with more stringent regulations, this timely book focuses on some specific, but very important, environmental problems, namely, surface and subsurface hydrosystems. Covering state-of-the-art techniques to model such systems, the volume will be of great benefit to all researchers in applied mathematics and environmental engineering.

Produktinformation

Utgivningsdatum:2007-02-27
Mått:162 x 230 x 18 mm
Vikt:445 g
Format:Inbunden
Språk:Engelska
Serie:SERIES IN CONTEMPORARY APPLIED MATHEMATICS
Antal sidor:240
Förlag:World Scientific Publishing Co Pte Ltd
ISBN:9789812700407

Utforska kategorier

Klassisk mekanik inom Naturvetenskap och teknik

Innehållsförteckning

A Finite Volume Formulation of the Mixed Finite Element Method for Triangular Elements (P Ackerer & A Younes); Finite Element Modeling of Hydrosystems with Fully Saturated, Variably Saturated, and Overland Flows (A Ern); Sharp Front Modeling (P Goblet); Numerical Modeling of Biological Processes: Specificities, Difficulties and Challenges (C Gourlay et al.); Ecological Simulation of Red Tides in Shallow Sea Area (D Wang); Subsurface Pathways of Contaminants to Coastal Waters: Effects of Oceanic Oscillations (L Li); Studies on Retrieval of the Initial Values and Diffusion Coefficient of Water Pollutant Advection and Diffusion Process (T Wang et al.); Application of the Tabu Search Method to the Parameters of Groundwater Simulation Models (J Chen & Z Zhou); Several Problems in the River Networks Hydraulic Mathematics Model (X Xu & D Wang); Study on the Character of Equilibrium Point and Its Impact on the Changing Rate of Phytoplankton Concentration Using a Simple Nutrient-Phytoplankton Model (J Yang et al.); A Numerical Simulation of Thermal Discharge into a Tidal Estuary with FVM (J Zhou et al.).