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|Title:||Model Predictive Control Strategies For Power Electronics Converters And Ac Drives|
model predictive control
dc-dc boost converters
neutral point clamped inverters
|Abstract:||This thesis focuses on model predictive control (MPC) strategies for power electronics converters and ac drives. Due to their switching nature, power electronic systems constitute nonlinear systems with multiple inputs and outputs, and subject to constraints (e.g. the duty cycle should be limited between zero and one). Over the years many control strategies have been proposed that are mainly based on the conventional proportional-integral-derivative (PID) controller combined with nonlinear techniques, such as pulse width modulation (PWM). However, PID controllers are ideally suited to linear, single-input, single-output (SISO), unconstrained control problems. Moreover, controllers of this type are usually tuned to achieve satisfactory performance only in a narrow operatingrange. Therefore, the problems associated with many power electronics applications and their closed-loop performance still poses theoretical and practical challenges.A control algorithm that has recently been gaining popularity in the field of power electronics is MPC. MPC is a control strategy that was developed as an alternativestrategy to the conventional PID control. Its success is based on the fact that it uses a mathematical model of the plant, which allows the controller to predict the impact of its control actions. Furthermore, MPC is capable of handling complex and nonlinear dynamics, while several design criteria (constraints) can be explicitly included in a simple and effective manner. By imposing constraints on the variables of concern the plant is able to operate at its physical limits without violating them. Thus, the most favorable operation can be obtained, while the operational limits of the plant are fully respected. Hence, thanks to all these advantageous features, MPC has attracted the interest and attention of research and academic communities. Furthermore, the advent of immensely powerfulmicroprocessors with increased computational capabilities enabled its application in the field of power electronics with significant success.This thesis is divided into two parts. In the first part the key notions behind MPC are presented, including the concepts of optimization, optimal control, and receding horizon policy. In addition, a brief introduction to the modeling of hybrid systems as hybrid automata is included. Finally, the notion of enumeration strategy is introduced.The second part is devoted to applications of MPC in the field of power electronics. It consists of three chapters, each of which refers to a different application. More specifically, Chapter 3 is devoted to dc-dc boost converters, Chapter 4 to cascaded H-bridge (CHB) multilevel rectifiers, and Chapter 5 to ac drives. Chapter 3 presents two MPC approaches for dc-dc boost converters. A discrete-time switched nonlinear (hybrid) model of the converter is derived, which captures both the continuous and the discontinuous conduction mode. The controller synthesis is achieved by formulating an objective function that is to be minimized subject to the model dynamics. In the first approach, MPC is implemented as a current-mode controller. Two control loops are employed, with the inner loop being designed in the framework of MPC. Two different objective functions are formulated and investigated. The control objective,i.e. the regulation of the current to its reference, is achieved by directly manipulating the switch, thus a modulator is not required. The second proposed strategy, utilized as a voltage-mode controller, achieves regulation of the output voltage to its reference, without requiring a subsequent current control loop. Furthermore, for both approaches, a state estimation scheme is implemented that addresses load uncertainties and model mismatches.In Chapter 4 an MPC strategy is adapted to the CHB multilevel rectifier. The proposed control scheme aims to keep the sinusoidal input current in phase with the supplyvoltage, and to achieve independent voltage regulation of the H-bridge cells. To do so, the switches are directly manipulated without the need of a modulator. Furthermore, since all the possible switching combinations are taken into account, the controller exhibits favorable performance not only under nominal conditions, but also under asymmetrical voltage potentials and unbalanced loads. Finally, a short horizon is employed in order to ensure robustness; in this way the required computational effort remains reasonable, making it possible to implement the algorithm in a real-time system.In Chapter 5 an approach to include a variable switching time point into predictive torque control (PTC) is introduced. In PTC the switching frequency is limited by thesampling frequency; its theoretical maximum value is half the sampling frequency. However, in reality the switching frequency is lower than this value, and thus high current and torque ripples occur compared to modulator-based control methods. In order to overcome this an optimization problem is formulated and solved in real-time. Thereby, apart from the regulation of the torque and the stator flux magnitude to their references, an additional control objective should be met: the minimization of the torque ripple. To do so, the time point at which the switches of the inverter should change state is calculated. The proposed control scheme, called variable switching point predictive torque control (VSP2TC), is employed to control both a two-level inverter driving an induction machine (IM), as well as a three-level neutral point clamped (NPC) voltage source inverter driving an IM.|
|Appears in Collections:||Διδακτορικές Διατριβές - Ph.D. Theses|
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