Power Converters With Digital Filter Feedback Control
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Power Converters with Digital Filter Feedback Control
Power Converter with Digital Filter Feedback Control presents a logical sequence that leads to the identification, extraction, formulation, conversion, and implementation for the control function needed in electrical power equipment systems. This book builds a bridge for moving a power converter with conventional analog feedback to one with modern digital filter control and enlists the state space averaging technique to identify the core control function in analytical, close form in s-domain (Laplace). It is a useful reference for all professionals and electrical engineers engaged in electrical power equipment/systems design, integration, and management. - Offers logical sequences to identification, extraction, formulation, conversion, and implementation for the control function needed - Contains step-by-step instructions on how to take existing analog designed power processors and move them to the digital realm - Presents ways to extract gain functions for many power converters' power processing stages and their supporting circuitry
Digital Control of High-Frequency Switched-Mode Power Converters
This book is focused on the fundamental aspects of analysis, modeling and design of digital control loops around high-frequency switched-mode power converters in a systematic and rigorous manner Comprehensive treatment of digital control theory for power converters Verilog and VHDL sample codes are provided Enables readers to successfully analyze, model, design, and implement voltage, current, or multi-loop digital feedback loops around switched-mode power converters Practical examples are used throughout the book to illustrate applications of the techniques developed Matlab examples are also provided
Power Electronic System Design
Power Processing Circuits Design seamlessly infuses important mathematical models and approaches into the optimization of power processing circuits and linear systems. The work unites a constellation of challenging mathematical topics centered on differential equations, linear algebra and implicit functions, with multiple perspectives from electrical, mathematical and physical viewpoints, including power handling components, power filtering and power regulation. Power applications covered encompass first order RC and RL, second order RLC circuits with periodic drives, constant current source, close-loop feedback practices, control loop types, linear regulator, switch-mode regulator and rotation control. - Outlines the physical meaning of differential forms and integral forms in designing circuits for power applications - Delivers techniques to set up linear algebraic matrix representations of complex circuits - Explores key approaches obtaining steady state and describes methods using implicit functions for close-loop representation - Describes how to implement vector representation of rotational driving sources - Supplemented by MATLAB implementations