Elsevier Modeling and Analysis of Passive Vibration Isolation Systems

Modeling and Analysis of Passive Vibration Isolation Systems discusses a wide range of dynamic models that can be used for the design and analysis of passive vibration isolation systems. These models range from linear viscoelastic single degree-of-freedom systems to multiple degree-of-freedom nonlinear systems. They can be used to evaluate hyperelasticity and creep, and to represent the inertia effect for an evaluation of vibroacoustic characteristics at high frequencies. This book also highlights specific nonlinear behavior, displacement-limiting designs, hyperelastic behavior, and characteristics associated with elastomeric materials for each model. It also identifies key attributes, limitations, and constraints, providing a holistic reference that can be used for the design and analysis of passive vibration isolators. Modeling and Analysis of Passive Vibration Isolation Systems serves as a reference for engineers and researchers involved in the design, development, modeling, analysis, and testing of passive vibration isolation systems and as a reference for a graduate course in vibration modeling and analysis. Review An examination of models for optimal passive vibration isolation system design, including the pros and cons of each and guidance on model selection From the Back Cover Modeling and Analysis of Passive Vibration Isolators and Systems starts by providing readers with a general background on vibration isolation and the modeling of single and multiple degree-of-freedom systems, then moves into outlining a range of models that can be used in each system, discussing the pros and cons of the models and providing guidance on model selection. It then introduces models that can be used to comprehend some of the nonlinearities associated with the design of vibration isolation systems, allowing the development of systems that can make use of these nonlinearities to enhance isolation. The book concludes with chapters discussing specific attributes associated with elastomeric materials that need to be considered during the design and analysis of passive vibration isolators along with applied examples that can be used for reference. Specific models from previous chapters are used to demonstrate the influence of model selection as well as parameter sensitivity. Practical exercises are highlighted at the end of each chapter, and appendices featuring differential equations and matrix algebra examples provide mathematical background in support of the preceding chapters. About the Author Sudhir Kaul is an Associate Professor of Mechanical Engineering in the School of Engineering and Technology at Western Carolina University in North Carolina, USA. Dr. Kaul earned his PhD from the University of Wisconsin-Milwaukee in 2006 and has held academic positions since 2008. His industry experiences include development of vibration isolation systems, design and development of motorcycle powertrains, and design of hydraulic systems. His research interests include dynamic modeling for vibration isolation, motorcycle dynamics, and fracture diagnostics. He has published more than sixty articles in peer-reviewed journals and conference proceedings.