SPEAKER: Panagiotis Christofides
Department of Chemical and Biomolecular Engineering
University of California, Los Angeles
TITLE: Optimal Operation and Control of Reverse Osmosis Desalination Systems
DATE: April 19 2011
TIME: 10:30am
PLACE: JHE 342
ABSTRACT
In recent years, the interest in the use of reverse osmosis membrane desalination has increased due to the energy efficiency and versatility of this process relative to other water desalination technologies. Water shortages in various areas of the world have necessitated further development of the reverse osmosis desalination process in order to provide clean drinking water to the people in these regions. When operating a reverse osmosis desalination process, it is imperative that the system conditions be monitored and maintained at appropriate set-points in order to produce the required production rate of clean, potable water.Furthermore, with the rising cost of energy, it is also desired to deploy operating methods to reduce the energy consumption of reverse osmosis desalination, especially when confronted with variability of feed water quality. This task requires the development and implementation of effective feedback control strategies. Traditionally, classical (i.e., proportional-integral(PI) or proportional-integral-derivative (PID)) control algorithms have been used to regulate process flow rates and adjust the system pressure in order to achieve the desired system operating conditions. While the traditional control algorithms are able to maintain a constant permeate flow rate, they do not directly minimize energy usage by the reverse osmosis process and may cause damage to the RO membranes in the event of a large feed salinity fluctuation.This work focuses on the design and implementation of model-based and optimization-based control systems on an experimental reverse osmosis (RO) membrane water desalination process. These control systems serve to address large set-point changes, variations in feed water salinity, and to facilitate system operation at energy optimal conditions. A nonlinear model for the RO process is derived using first principles, and the model parameters are computed from experimental data. This model is combined with appropriate equations for reverse osmosis system energy analysis and used to form the basis for the design of the nonlinear optimization-based and model-based control systems. The proposed control systems are implemented on UCLA's experimental RO desalination system and their set-point tracking, disturbance rejection, and energy optimization capabilities are evaluated. Recent efforts on the design and construction of an integrated ultra-filtration/RO desalination system for shipboard deployment will be also discussed.