Fully Actuated System Approach
Volume I. Global Fully Actuated Systems
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Beschreibung
This open access book presents a pioneering methodology for dynamic system control, offering a mathematically rigorous and practically effective alternative to conventional state-space models, given that the study of nonlinear control of complex multi-input multi-output (MIMO) systems has faced significant challenges.
Authored by the proposer of the Fully Actuated System (FAS) approach, this book volumes systematically establish a new paradigm for the analysis and design of dynamical control systems. Unlike traditional state-space methods—where control vectors cannot be explicitly solved—the FAS approach provides a model in which control vectors can be fully or partially determined, significantly enhancing control precision and system performance. Since its introduction, the FAS methodology has attracted substantial attention within the global control community and has demonstrated superior capabilities in managing nonlinear control problems.
Key Contributions:
A novel theoretical framework that advances nonlinear feedback control, addressing long-standing unresolved issues.
A structured, multi-volume exposition, covering Global FAS, Sub-FAS, and Unidirectionally Connected FAS, each building on the preceding concepts.
Comprehensive theoretical foundations with rigorous derivations, controller design methodologies, and practical implementation strategies.
Broad applicability, providing researchers with a robust analytical toolset and equipping control engineers with advanced techniques for real-world system development.
This work constitutes a seminal reference for scholars in control theory, nonlinear systems, and applied engineering, offering both a foundational introduction and an advanced framework for research and industrial application.
This open access book presents a pioneering methodology for dynamic system control, offering a mathematically rigorous and practically effective alternative to conventional state-space models, given that the study of nonlinear control of complex multi-input multi-output (MIMO) systems has faced significant challenges.
Authored by the proposer of the Fully Actuated System (FAS) approach, this book volumes systematically establish a new paradigm for the analysis and design of dynamical control systems. Unlike traditional state-space methods—where control vectors cannot be explicitly solved—the FAS approach provides a model in which control vectors can be fully or partially determined, significantly enhancing control precision and system performance. Since its introduction, the FAS methodology has attracted substantial attention within the global control community and has demonstrated superior capabilities in managing nonlinear control problems.
Key Contributions:
- A novel theoretical framework that advances nonlinear feedback control, addressing long-standing unresolved issues.
- A structured, multi-volume exposition, covering Global FAS, Sub-FAS, and Unidirectionally Connected FAS, each building on the preceding concepts.
- Comprehensive theoretical foundations with rigorous derivations, controller design methodologies, and practical implementation strategies.
- Broad applicability, providing researchers with a robust analytical toolset and equipping control engineers with advanced techniques for real-world system development.
This work constitutes a seminal reference for scholars in control theory, nonlinear systems, and applied engineering, offering both a foundational introduction and an advanced framework for research and industrial application.
This book is open access, which means that you have free and unlimited access Revolutionizes nonlinear control by explicitly solving control vectors in MIMO systems Bridges theory and practice with rigorous derivations and real-world applications Introduces a structured FAS framework, advancing beyond traditional state-space models
Autor*in
Guang-Ren Duan
Themen in »Fully Actuated System Approach«
Open Access Fully Actuated System FAS Systems and Control Nonlinear Dynamical Systems Control System Designs Nonlinear Control Control Theory Multi-Input Multi-Output (MIMO) Systems