Arturo Buscarino, Luigi Fortuna, Mattia Frasca
Essentials of Automatic Control with MATLAB in 20 Lessons
Arturo Buscarino, Luigi Fortuna, Mattia Frasca
Essentials of Automatic Control with MATLAB in 20 Lessons
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This book is designed to explain the fundamental principles of automatic control through 20 lessons, each incorporating worked examples and MATLAB®-based exercises to help readers effectively understand and apply the proposed methods.
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This book is designed to explain the fundamental principles of automatic control through 20 lessons, each incorporating worked examples and MATLAB®-based exercises to help readers effectively understand and apply the proposed methods.
Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Produktdetails
- Produktdetails
- Verlag: Taylor & Francis Ltd
- Seitenzahl: 280
- Erscheinungstermin: 10. August 2025
- Englisch
- Abmessung: 234mm x 156mm
- ISBN-13: 9781032783086
- ISBN-10: 1032783087
- Artikelnr.: 73390720
- Herstellerkennzeichnung
- Libri GmbH
- Europaallee 1
- 36244 Bad Hersfeld
- gpsr@libri.de
- Verlag: Taylor & Francis Ltd
- Seitenzahl: 280
- Erscheinungstermin: 10. August 2025
- Englisch
- Abmessung: 234mm x 156mm
- ISBN-13: 9781032783086
- ISBN-10: 1032783087
- Artikelnr.: 73390720
- Herstellerkennzeichnung
- Libri GmbH
- Europaallee 1
- 36244 Bad Hersfeld
- gpsr@libri.de
Arturo Buscarino graduated in Computer Science Engineering in 2004 and received his Ph.D. in Electronics and Automation Engineering in 2008, at the University of Catania, Italy. Currently, he is a Technical Assistant at the University of Catania and teaches Modeling and Optimization at the Laura Magistrale in Management Engineering. He collaborates with the EUROFusion Consortium, ENEA Frascati, and JET Culham, UK. Dr. Buscarino has been a visiting researcher at the University of Wisconsin-Madison, US. His scientific interests include nonlinear circuits and systems, chaos and synchronization, complex networks, control systems, Cellular Nonlinear Networks, and plasma engineering. He is Associate Editor of Cogent Engineering. Dr. Buscarino has published one research monography on nonlinear circuits, and more than 60 papers on refereed international journals and international conference proceedings. Luigi Fortuna received the degree of electrical engineering (cum laude) from the University of Catania, Italy, in 1977. He is a Full Professor of System Theory at the University of Catania. From 2005 to 2012, he was the Dean of the Engineering Faculty. He has been a visiting researcher at the Joint European Torus in Abingdon UK. He currently teaches complex adaptive systems and robust control. He has published 14 scientific books and 12 industrial patents. Dr. Fortuna has been a consultant of STMicroelectronics and other companies. He is the Editor in Chief of the SpringerBrief Series on Nonlinear Circuits. His scientific interests include robust control, Tokamak machine control, complex engineering, nonlinear circuits, chaos, cellular neural networks, robotics, and smart devices for control. Additionally, he is an IEEE Fellow. Mattia Frasca graduated in Electronics Engineering in 2000 and received his Ph.D. in Electronics and Automation Engineering in 2003, at the University of Catania, Italy. Currently, he is a research associate at the University of Catania, where he also teaches process control. His scientific interests include nonlinear systems and chaos, complex networks, and bio-inspired robotics. He is Associate Editor of the International Journal of Bifurcations and Chaos, and Editor of Chaos, Solitons and Fractals. He is the general chair for the next edition of the European Conference on Circuits Theory and Design to be held in Catania. Additionally, he is co-author of one research monograph with Springer, three with World Scientific, and one book on Optimal and robust control with CRC Press. Dr. Frasca has published more than 250 papers on refereed international journals and international conference proceedings and is co-author of two international patents. He is an IEEE Senior and also a member of the Board of the Italian Society for Chaos and Complexity (SICC).
1. Lecture 1
Automatic control 2. Lecture 2
Mathematical models 3. Lecture 3
Brief introduction to MATLABr 4. Lecture 4
Laplace transform 5. Lecture 5
Continuous
time linear systems 6. Lecture 6
Equilibrium points and stability of continuous LTI systems 7. Lecture 7
The transfer function 8. Lecture 8
System aggregates 9. Lecture 9
Reachability and observability of continuous time linear systems 10. Lecture 10
Time
domain speci¿cations 11. Lecture 11
Frequency response and Bode diagrams 12. Lecture 12
Closed
loop stability 13. Lecture 13
Discrete
time systems: time
domain analysis 14. Lecture 14
The z
transform and the design of discrete
time control systems 15. Lecture 15
Controller design: steady
state performance 16. Lecture 16
Controller design: transient performance 17. Lecture 17
Controller design: complete procedure and examples 18. Lecture 18
PID controllers 19. Lecture 19
Linear state regulator and linear observer 20. Lecture 20
Concluding remarks A. Appendix A
Examination test
Automatic control 2. Lecture 2
Mathematical models 3. Lecture 3
Brief introduction to MATLABr 4. Lecture 4
Laplace transform 5. Lecture 5
Continuous
time linear systems 6. Lecture 6
Equilibrium points and stability of continuous LTI systems 7. Lecture 7
The transfer function 8. Lecture 8
System aggregates 9. Lecture 9
Reachability and observability of continuous time linear systems 10. Lecture 10
Time
domain speci¿cations 11. Lecture 11
Frequency response and Bode diagrams 12. Lecture 12
Closed
loop stability 13. Lecture 13
Discrete
time systems: time
domain analysis 14. Lecture 14
The z
transform and the design of discrete
time control systems 15. Lecture 15
Controller design: steady
state performance 16. Lecture 16
Controller design: transient performance 17. Lecture 17
Controller design: complete procedure and examples 18. Lecture 18
PID controllers 19. Lecture 19
Linear state regulator and linear observer 20. Lecture 20
Concluding remarks A. Appendix A
Examination test
1. Lecture 1
Automatic control 2. Lecture 2
Mathematical models 3. Lecture 3
Brief introduction to MATLABr 4. Lecture 4
Laplace transform 5. Lecture 5
Continuous
time linear systems 6. Lecture 6
Equilibrium points and stability of continuous LTI systems 7. Lecture 7
The transfer function 8. Lecture 8
System aggregates 9. Lecture 9
Reachability and observability of continuous time linear systems 10. Lecture 10
Time
domain speci¿cations 11. Lecture 11
Frequency response and Bode diagrams 12. Lecture 12
Closed
loop stability 13. Lecture 13
Discrete
time systems: time
domain analysis 14. Lecture 14
The z
transform and the design of discrete
time control systems 15. Lecture 15
Controller design: steady
state performance 16. Lecture 16
Controller design: transient performance 17. Lecture 17
Controller design: complete procedure and examples 18. Lecture 18
PID controllers 19. Lecture 19
Linear state regulator and linear observer 20. Lecture 20
Concluding remarks A. Appendix A
Examination test
Automatic control 2. Lecture 2
Mathematical models 3. Lecture 3
Brief introduction to MATLABr 4. Lecture 4
Laplace transform 5. Lecture 5
Continuous
time linear systems 6. Lecture 6
Equilibrium points and stability of continuous LTI systems 7. Lecture 7
The transfer function 8. Lecture 8
System aggregates 9. Lecture 9
Reachability and observability of continuous time linear systems 10. Lecture 10
Time
domain speci¿cations 11. Lecture 11
Frequency response and Bode diagrams 12. Lecture 12
Closed
loop stability 13. Lecture 13
Discrete
time systems: time
domain analysis 14. Lecture 14
The z
transform and the design of discrete
time control systems 15. Lecture 15
Controller design: steady
state performance 16. Lecture 16
Controller design: transient performance 17. Lecture 17
Controller design: complete procedure and examples 18. Lecture 18
PID controllers 19. Lecture 19
Linear state regulator and linear observer 20. Lecture 20
Concluding remarks A. Appendix A
Examination test