Computational Methods in Water Resources X

ISBN-13: 9789401092067 / Angielski / Miękka / 2014 / 1548 str.

Alexander Peters; Gabriel Wittum; Bruno Herrling

Opis

This two-volume work constitutes the edited proceedings of the Tenth International Conference on Computational Methods in Water Resources (formerly Finite Elements in Water Resources), held at Heidelberg University, Germany in July 1994, organized jointly by Interdisziplinares Zentrum fur Wissenschaftliches Rechnen (Interdisciplinary Center for Scientific Computing) and Sonderforschungsbereich 359 of Heidelberg University and the Institute of Supercomputing and Applied Mathematics of IBM Heidelberg.
The 1994 proceedings present the work of authors from 23 countries. Numerical methods, mathematical modeling and applications to subsurface and surface hydrology are covered by a wide variety of papers. Issues of formation description and modeling, including parameter estimation, heterogeneity, and scaling up continue to attract the attention of a large number of researchers. Several papers edited in this book concern the solution of the Navier--Stokes equations.
For applied mathematicians, engineers and geoscientists working in the fields of numerical methods, hydrology, ecology, water resources planning and management, remediation design, porous media research, petroleum engineering and coastal engineering.
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Spis treści

1. Groundwater and Flow in Porous Media. 2. Subsurface Transport. 3. Scaling and Heterogeneity. 4. Geostatistics. 5. Reactive Flow. 6. Fractured Porous Media. 7. Parameter Estimation. 8. Remediation and Optimization. 9. Subsurface Multiphase Flow. 10. Saltwater Intrusion. 11. Shallow Water Equations. 12. Flow and Transport in Rivers. 13. Navier--Stokes Equations. 14. Coastal Flow. 15. Sediment Transport. 16. Algebraic Methods. 17. Software Development. 18. Parallel Methods.

O autorze

GEORGE F. PINDER, PhD, is a professor in the Civil and Environmental Engineering Department and a professor of mathematics and statistics at the University of Vermont in Burlington.