Masterarbeit, 2005
146 Seiten, Note: MSc
1. Introduction
1.1. Preliminaries
1.2. The greenhouse climate: characteristics and determinism
1.3. Research objectives
1.4. Outline of the thesis
2. Background to fuzzy logic, Neural Networks, Optimizers, Greenhouses and Fault Detection/Isolation Systems
2.1. Preliminaries
2.2. Fuzzy Logic Systems and their Applications
2.2.1. Fuzzy sets and fuzzy logic
2.2.2. Architecture of fuzzy logic systems
2.2.2.1. Fuzzification interface
2.2.2.2. Knowledge base
2.2.2.3. Fuzzy approximate reasoning
2.2.2.4. Defuzzification interface
2.2.3. Fuzzy logic systems in control
2.2.3.1. Static fuzzy logic systems
2.2.3.2. Adaptive fuzzy logic systems
2.2.3.3. Features and applications of fuzzy logic systems
2.3. Adaptive control
2.4. Feedforward neural networks
2.4.1. Multi-layer perceptron
2.4.2. Learning in Neural Networks
2.4.2.1. Supervised learning
2.4.2.2. Reinforcement learning
2.4.2.3. Unsupervised learning
2.4.3. Applications of feedforward neural networks
2.5. Modern Optimization Techniques
2.5.1. Genetic algorithms
2.5.2. Principal attractions of genetic algorithms
2.5.3. Construction of Genetic Algorithms
2.5.3.1. Solution representation
2.5.3.2. Data structure
2.5.3.3. Reproduction
2.5.3.4. Crossover
2.5.3.5. Mutation
2.6. Greenhouses
2.7. Fault detection and isolation systems
2.8. Summary
3. Mathematical models of Greenhouse
3.1. Preliminaries
3.2. Hierarchical decomposition of greenhouse climate management
3.3. Greenhouse crop production process
3.4. Greenhouse dynamical model
3.5. Control of the greenhouse ventilation model
3.5.1. Control model
3.5.2. Feedback/feedforward linearization and decoupling
3.6. Modeling with neural networks
3.6.1. Multi-layer perceptron
3.6.2. Radial basis function networks
3.6.3. Including prior knowledge: hybrid modeling
3.7. Summary
4. Greenhouse climate controls
4.1. Preliminaries
4.2. Pseudo-derivative feedback controller
4.2.1. Controller structure
4.2.2. Optimization approaches
4.3. Simulation experiments
4.3.1. Setpoint tracking test
4.3.2. Disturbance rejection test
4.4. Fuzzy logic control
4.4.1. Controller structure
4.4.2. Fuzzy PI controller
4.4.3. Fuzzy PDF controller
4.4.4. GA-based Fuzzy controller
4.5. Simulation experiments
4.5.1. Setpoint tracking test
4.5.2. Disturbance rejection test
4.6. Summary
5. Fault diagnosis and its application on greenhouses
5.1. Preliminaries
5.2. Robust detection and isolation
5.2.1. Residual generation
5.2.2. Residual interpretation
5.3. Adopted approach and limitations
5.4. Greenhouse climate modeling
5.5. Fuzzy neural failure detection and isolation
5.6. Simulation results
5.7. Summary
6. Conclusions and Further Work
6.1. Preliminaries
6.2. Contributions and conclusions
6.3. Future work
The primary objective of this thesis is to explore and develop intelligent control schemes to maintain optimal climate setpoints within greenhouses, while effectively managing the continuously changing environmental conditions. The research investigates the use of conventional Pseudo-Derivative Feedback (PDF) controllers and enhances them through fuzzy logic and genetic algorithm (GA) optimization to improve load handling and robustness. Furthermore, the work addresses the critical need for system reliability by proposing a hybrid fuzzy neural fault detection and isolation (FNFDI) system to identify and isolate sensor and actuator failures, thereby minimizing crop production losses.
3.5.2. Feedback-Feedforward linearization and decoupling
There are two methods that can be applied in the present case of greenhouse climate control, the first method was described in [Albright et al., 2001] and the second method was described in details in the reference [Pasgianos et al., 2003].
It is well known that affine nonlinear systems may be globally linearized and decoupled by nonlinear feedback. This is just the scheme of inverse dynamic control. The extension of this scheme to more complex cases, such as the one represented by equation (3.4), is some times feasible, since the disturbance variables of the greenhouse heating-cooling ventilating model can be readily measured. Furthermore, the complexity of such systems may be eased by the fact that the system states changes slowly and some state-dependent parameters (i.e., βT) can be considered constant (i.e., quasi-static system operation). Therefore, in the present case, a combined scheme of feedback with simultaneous feedforward linearization is plausible.
To this end, consider the system (3.4) to be linearized and decoupled, having the form:
x1(t) = -(UA / ρCpV) x1(t) + K_tilde_T u_tilde_T(t)
x2(t) = -( βT / ρV) x2(t) + K_tilde_w u_tilde_w(t)
1. Introduction: Provides an overview of the greenhouse system as a non-linear time-variant process and outlines the research objectives and thesis structure.
2. Background to fuzzy logic, Neural Networks, Optimizers, Greenhouses and Fault Detection/Isolation Systems: Reviews essential theoretical foundations including fuzzy logic architecture, adaptive control, neural networks, and modern optimization techniques like genetic algorithms.
3. Mathematical models of Greenhouse: Details the non-linear dynamic models of greenhouse climate and explores hierarchical control strategies and the use of hybrid modeling approaches.
4. Greenhouse climate controls: Proposes and evaluates advanced control schemes including PDF, FPDF, and GA-optimized controllers for precise climate setpoint management.
5. Fault diagnosis and its application on greenhouses: Introduces a hybrid fuzzy neural fault detection and isolation system designed to enhance the safety and operational reliability of greenhouse climate controls.
6. Conclusions and Further Work: Summarizes the primary contributions of the thesis, specifically highlighting the advantages of the proposed GFPDF and fault diagnosis schemes, and suggests future research directions.
Greenhouse climate control, Intelligent control systems, Fuzzy logic, Neural networks, Genetic algorithms, Fault detection and isolation, Pseudo-derivative feedback, Adaptive control, Nonlinear system modeling, Setpoint tracking, Disturbance rejection, Optimization, Humidity control, Temperature control, Automation.
The thesis focuses on developing intelligent control algorithms to optimize greenhouse climate management, specifically temperature and humidity, while incorporating robust fault detection mechanisms.
The research explores Pseudo-Derivative Feedback (PDF) control, Fuzzy PDF controllers, and GA-optimized versions of these schemes (GPDF, GFPDF) to handle non-linear system dynamics.
The primary goal is to develop control schemes capable of maintaining optimal climate conditions despite continuously changing external disturbances and to isolate sensor/actuator faults for improved system reliability.
The work employs non-linear system modeling, fuzzy set theory, feedforward neural networks, genetic algorithms for parameter optimization, and observer-based failure diagnosis.
The main body treats the mathematical modeling of the greenhouse environment, the implementation of various advanced control laws, and the design of a hybrid fuzzy neural fault detection system.
The research is characterized by terms like greenhouse climate control, fuzzy logic, genetic algorithms, neural networks, and fault detection and isolation.
The thesis utilizes feedback/feedforward linearization and decoupling methods to manage the non-linear interaction between temperature and humidity control loops.
Genetic Algorithms are used to automatically tune and optimize the gains and membership function parameters of the controllers, ensuring superior performance in varying weather conditions.
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