This book covers the basic principles of nonlinear vibrations which occur in flexible and/or adaptive structures, with an emphasis on engineering analysis and relevant control techniques.
Understanding nonlinear vibrations is becoming increasingly important in a range of engineering applications. This is particularly true in the design of flexible structures such as aircraft, satellites, bridges, and sports stadia. There is an increasing trend towards lighter structures, with increased slenderness, often made of new composite materials and requiring some form of deployment and/or active vibration control. There are also applications in the areas of robotics, mechatronics, micro electrical mechanical systems, non-destructive testing and related disciplines such as structural health monitoring. Two broader themes cut across these application areas: (i) vibration suppression -- or active damping -- and, (ii) adaptive structures and machines. The aim of this book is to provide a comprehensive discussion of nonlinear multi-modal structural vibration problems, and then to show how vibration suppression can be applied to such systems by considering a sample set of relevant control techniques. The rationale is to produce a volume which is accessible to practitioners in the application areas, as well as students and researchers working on related topics. In particular, the aim is to introduce the key concepts of nonlinear vibration to readers who have an understanding of linear vibration and/or linear control, but no specialist knowledge in nonlinear dynamics or nonlinear control.
Understanding nonlinear vibrations is becoming increasingly important in a range of engineering applications. This is particularly true in the design of flexible structures such as aircraft, satellites, bridges, and sports stadia. There is an increasing trend towards lighter structures, with increased slenderness, often made of new composite materials and requiring some form of deployment and/or active vibration control. There are also applications in the areas of robotics, mechatronics, micro electrical mechanical systems, non-destructive testing and related disciplines such as structural health monitoring. Two broader themes cut across these application areas: (i) vibration suppression -- or active damping -- and, (ii) adaptive structures and machines. The aim of this book is to provide a comprehensive discussion of nonlinear multi-modal structural vibration problems, and then to show how vibration suppression can be applied to such systems by considering a sample set of relevant control techniques. The rationale is to produce a volume which is accessible to practitioners in the application areas, as well as students and researchers working on related topics. In particular, the aim is to introduce the key concepts of nonlinear vibration to readers who have an understanding of linear vibration and/or linear control, but no specialist knowledge in nonlinear dynamics or nonlinear control.
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"The text reads like a guided logical inquiry into the field of nonlinear control, drawing upon the student's understanding of linear vibration theory with good and relatable examples of the demising boundaries between the two. ... Wagg and Neild's Nonlinear Vibration with Control is an easy study for the student and a valuable reference for the engineer." (Jon W. Mooney, Noise Control Engineering Journal, Vol. 63 (3), May-June, 2015)
"This book covers nonlinear vibrations of elastics structures, beams, plates, shells and cables. It provides relevant control techniques for elastic and adaptive structures. ... the present book is a good source of material for a graduate course in this area. It may also serve a useful reference for researchers working in control theory of nonlinear vibrations." (Fiazud Din Zaman, zbMATH 1315.74002, 2015)
"This book covers nonlinear vibrations of elastics structures, beams, plates, shells and cables. It provides relevant control techniques for elastic and adaptive structures. ... the present book is a good source of material for a graduate course in this area. It may also serve a useful reference for researchers working in control theory of nonlinear vibrations." (Fiazud Din Zaman, zbMATH 1315.74002, 2015)