This comprehensive reference/text combines the hydraulic simulation of physical processes with mathematical programming and differential dynamic programming techniques to ensure the optimization of hydrosystems.
Optimal Control of Hydrosystems presents the principles and methodologies for systems and optimal control concepts, introducing the hydrosystem control problems as discrete-time optimal control problems - 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 operations...analyzes nonlinear optimization methods, including generalized reduced gradient (GRG), penalty function, and augmented Lagrangian methods...contains numerous applications ranging from water distribution system operation to estuary management and soil aquifer treatment system operation...discusses hydraulic simulator and optimizer interfacing in optimal control frameworks...and more.