Optimal Control of Hydrosystems

by Larry W. Mays

Overview

"Combines the hydraulic simulation of physical processes with mathematical programming and differential dynamic programming techniques to ensure the optimization of hydrosystems. Presents the principles and methodologies for systems and optimal control concepts; features differential dynamic programming in developing models and solution algorithms for groundwater, real-time flood and sediment control of river-reservoir systems, and water distribution systems operations, as well as bay and estuary freshwater inflow reservoir oprations; and more."

Product Details

ISBN-13:	9781351092104
Publisher:	CRC Press
Publication date:	02/06/2018
Sold by:	Barnes & Noble
Format:	eBook
Pages:	385
File size:	34 MB
Note:	This product may take a few minutes to download.

About the Author

Larry W. Mays

Table of Contents

1. Basic Concepts for Optimal Control 2. Systems Theory and Optimal Control 3. Introduction to Hydrosystems Problems 4. Applications Based on Mathematical Programming Nonlinear Optimization Methods 5. Groundwater Management Systems 6. Real-time Operation of River-Reservoir Systems 7. Water Distribution System Operation Freshwater Inflows to Estuaries 8. Applications Based on Control Procedures 9. Optimal Control by Feedback Control Methods 10. Differential Dynamic Programming 11. Estuarine Management Models using SALQR 12. Sediment Control in Rivers and Reservoirs 13. Optimal Operation of Soil Aquifer Treatment Systems Using SALQR 14. Real-Time Optimal Control - Linear Quadratic Feedback for Lumped Systems 14. Stochastic Optimal Control for Estuarine Management

Editorial Reviews

Introduces the mathematical modeling of the optimal operation of river-reservoir, groundwater, bay and estuary, soil aquifer treatment, and water distribution systems. Written for graduate students and practicing engineers with some background in operations research, hydraulics, and water resources engineering, and can be used as a graduate textbook. Covers the basic concepts including nonlinear optimization methods, applications based on mathematical programming, and applications based on optimal control procedures. Annotation c. by Book News, Inc., Portland, Or.

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