# Modeling and Analysis of Passive Vibration Isolation Systems

- Author : Sudhir Kaul
- Publsiher : Elsevier
- Release : 13 August 2021
- ISBN : 9780128194201
- Page : 234 pages
- Rating : 4/5 from 21 voters

Download or read online book entitled Modeling and Analysis of Passive Vibration Isolation Systems written by Sudhir Kaul and published by Elsevier. This book was released on 13 August 2021 with total page 234 pages. Available in PDF, EPUB and Kindle. Get best books that you want by click Get Book Button and Read as many books as you like. Book Excerpt : Modeling and Analysis of Passive Vibration Isolators and Systems provides readers with a general background on vibration isolation and the modeling of single and multiple degree-of-freedom systems. Other sections cover 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. introduce models that can be used to comprehend some of the nonlinearities associated with the design of vibration isolation systems, and discuss 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 and 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 preceding chapters. Outlines the use of multiple models for optimal passive vibration isolation system design Discusses the effects system design has on subsequent product development components and parameters Includes applied examples from the automotive, aerospace, civil engineering and machine tool industries Presents models that can be extended or modified to investigate different means of passive isolation, nonlinearities and specific design configurations Considers specific elastomer characteristics such as Mullins and Payne effects for theoretical modeling and analysis