Masterarbeit, 2013
35 Seiten, Note: Good
1. INTRODUCTION
1.1 Overview
1.2 Problem Statement
1.3 Objective
1.4 Scope of project
1.5 Summary
2. LITERATURE REVIEW
2.1 Overview
2.2 Article
2.3 Summary
3. METHODOLOGY
3.1 Overview
3.2 Project Flow Chart
3.3 Mathematical Modelling of Coupled Tank System
3.3.1 A Simple Nonlinear Model of Coupled Tank System
3.3.2 A Linearised Perturbation Model
3.4 System or plant Design
3.5 MATLAB R2012a
3.6 LabVIEW 2010
3.7 DAQ Card
3.8 Summary
4. RESULT, ANALYSIS AND DISCUSSION
4.1 Overview
4.2 Simulation results for different type of controller used for tank 1
4.3 Simulation results for different type of controller used for tank 2
4.4 Experimental Result
4.5 Discussion for PID Controller
4.6 Comparison between simulation and implementation result
4.7 Summary
5. CONCLUSION AND FUTURE RECOMMENDATION
5.1 Conclusion
5.2 Future Recommendation
This project aims to design and implement a PID controller with fuzzified output to regulate the water level in a MIMO coupled tank system, utilizing MATLAB for simulation and LabVIEW for practical experimental validation.
3.3.1 A Simple Nonlinear Model of Coupled Tank System
A simple nonlinear model is derived based on figure 3.2. Let H1and H2 be the fluid level in each tank, measured with respect to the corresponding outlet. Considering a simple mass balance, the rate of change of fluid volume in each tank equals the net flow of fluid into the tank. Thus for each of tank 1 and tank 2, the dynamic equation is developed as follows:
A1 (dH1/dt) = Qi1 - Qo1 - Qo3
A2 (dH2/dt) = Qi2 - Qo2 + Qo3
Where H1, H2 = height of fluid in tank 1 and tank 2 respectively, A1, A2 = cross sectional area of tank 1 and tank 2 respectively, Qo3 = flow rate of fluid between tanks, Qi1, Qi2 = pump flow rate into tank 1 and tank 2 respectively, Qo1, Qo2 = flow rate of fluid out of tank 1 and tank 2 respectively.
Each outlet drain can be modelled as a simple orifice. Bernoulli’s equation for steady, non viscous, incompressible shows that the outlet flows in each tank is proportional to the square root of the head of water in the tank. Similarly, the flow between the two tanks is proportional to the square root of the head differential.
1. INTRODUCTION: Outlines the necessity of liquid level control in industries and defines the scope, objectives, and problem statement of using PID control in a coupled tank system.
2. LITERATURE REVIEW: Summarizes previous research regarding PID controller designs, mathematical modeling, and simulation methods applied to coupled tank processes.
3. METHODOLOGY: Details the mathematical modeling of the system, the development of the PID control algorithm, and the integration of MATLAB/Simulink with LabVIEW and NI hardware.
4. RESULT, ANALYSIS AND DISCUSSION: Evaluates and compares the simulated performance and experimental data of the PID controller based on metrics like rise time, overshoot, and steady-state error.
5. CONCLUSION AND FUTURE RECOMMENDATION: Concludes that while the simulation provided optimal results, hardware limitations in the experimental setup led to deviations, suggesting future improvements such as using ultrasonic sensors and RC filters.
PID, MIMO, Fuzzification, Coupled Tank, Control system, LabVIEW, MATLAB, Simulink, NI DAQ, Water Level Control, Modeling, Simulation, Actuators, Feedback, Industrial Control
The paper focuses on designing a PID controller for a MIMO coupled tank system, specifically enhancing the controller output through fuzzification to manage water levels effectively.
The techniques are relevant to various industrial sectors, including food processing, nuclear power generation, chemical processing, and pharmaceutical manufacturing.
The primary objective is to develop a PID controller with fuzzified logic and validate the simulation results using a physical experimental setup implemented in LabVIEW.
MATLAB 2012a (Simulink) was used for controller simulation and mathematical verification, while LabVIEW 2010 was used to create the GUI and handle the experimental implementation.
The main body covers the mathematical modeling of the coupled tank system, the development of linear and nonlinear control models, the design of the GUI, and the comparative analysis of simulated versus experimental data.
Key terms include PID, MIMO, Fuzzification, Coupled Tank, Control system, LabVIEW, MATLAB, and Data Acquisition (DAQ).
The NI DAQ card serves as the essential hardware interface, facilitating communication between the physical tank system, the sensors, and the LabVIEW software.
Discrepancies occurred due to hardware limitations, such as voltage differences in the capacitive level sensors compared to the theoretical values defined in the controller code.
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