Stochastic Distribution Control System Design
A Convex Optimization Approach
Guo, Lei.
creator
author.
Wang, Hong.
author.
SpringerLink (Online service)
text
xxk
London
Springer London
2010
monographic
eng
access
online resource.
Stochastic distribution control (SDC) systems are widely seen in practical industrial processes, the aim of the controller design being generation of output probability density functions for non-Gaussian systems. Examples of SDC processes are: particle-size-distribution control in chemical engineering, flame-distribution control in energy generation and combustion engines, steel and film production, papermaking and general quality data distribution control for various industries. SDC is different from well-developed forms of stochastic control like minimum-variance and linear-quadratic-Gaussian control, in which the aim is limited to the design of controllers for the output mean and variances. An important recent development in SDC-related problems is the establishment of intelligent SDC models and the intensive use of linear-matrix-inequality-based (LMI-based) convex optimization methods. Within this theoretical framework, control parameter determination can be designed and stability and robustness of closed-loop systems can be analyzed. Stochastic Distribution Control System Design describes the new framework of SDC system design and provides a comprehensive description of the modelling of controller design tools and their real-time implementation. The book starts with a review of current research on SDC and moves on to some basic techniques for modelling and controller design of SDC systems. This is followed by a description of controller design for fixed-control-structure SDC systems, PDF control for general input- and output-represented systems, filtering designs, and fault detection and diagnosis (FDD) for SDC systems. Many new LMI techniques being developed for SDC systems are shown to have independent theoretical significance for robust control and FDD problems. This monograph will be of interest to academic researchers in statistical, robust and process control, and FDD, process and quality control engineers working in industry and as a reference for graduate control students.
Developments in Stochastic Distribution Control Systems -- Developments in Stochastic Distribution Control Systems -- Structural Controller Design for Stochastic Distribution Control Systems -- Proportional Integral Derivative Control for Continuous-time Stochastic Systems -- Constrained Continuous-time Proportional Integral Derivative Control Based on Convex Algorithms -- Constrained Discrete-time Proportional Integral Control Based on Convex Algorithms -- Two-step Intelligent Optimization Modeling and Control for Stochastic Distribution Control Systems -- Adaptive Tracking Stochastic Distribution Control for Two-step Neural Network Models -- Constrained Adaptive Proportional Integral Tracking Control for Two-step Neural Network Models with Delays -- Constrained Proportional Integral Tracking Control for Takagi-Sugeno Fuzzy Model -- Statistical Tracking Control – Driven by Output Statistical Information Set -- Multiple-objective Statistical Tracking Control Based on Linear Matrix Inequalities -- Adaptive Statistical Tracking Control Based on Two-step Neural Networks with Time Delays -- Fault Detection and Diagnosis for Stochastic Distribution Control Systems -- Optimal Continuous-time Fault Detection Filtering -- Optimal Discrete-time Fault Detection and Diagnosis Filtering -- Conclusions -- Summary and Potential Applications.
by Lei Guo, Hong Wang.
Engineering
Chemical engineering
Distribution (Probability theory)
Machinery
System safety
Engineering
Control
Probability Theory and Stochastic Processes
Industrial Chemistry/Chemical Engineering
Manufacturing, Machines, Tools
Quality Control, Reliability, Safety and Risk
Statistics for Engineering, Physics, Computer Science, Chemistry and Earth Sciences
TJ212-225
629.8
Springer eBooks
Advances in Industrial Control
9781849960304
http://dx.doi.org/10.1007/978-1-84996-030-4
http://dx.doi.org/10.1007/978-1-84996-030-4
100512
20141014113501.0
978-1-84996-030-4