Open access peer-reviewed Edited Volume


Theory and Application

The field of lamination has developed significantly over the past 5000 years. Nowadays, we have a humongous array of structures and technological systems where composite laminates are applied. From the viewpoint of structural mechanics, an interface slip motion between two laminated structures, such as beam plate and plate in the presence of dry friction, can be utilized for slip damping systems. By scientific definition, slip damping is a mechanism exploited for dissipating noise and vibration energy in machine structures and systems. Researchers have developed several mathematical models for noise dissipation, minimization and complete vibration isolation laminated mechanisms. The purpose of this book is to describe new concepts of producing laminated structures and possible modern engineering applications.

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LaminationTheory and ApplicationEdited by Charles Osheku

Published: March 21st 2018

DOI: 10.5772/65194

ISBN: 978-953-51-3926-3

Print ISBN: 978-953-51-3925-6

eBook (PDF) ISBN: 978-953-51-3973-7

Copyright year: 2018

Books open for chapter submissions

4179 Total Chapter Downloads

4 Crossref Citations

1 Web of Science Citations

7 Dimensions Citations


Open access peer-reviewed

1. Introductory Chapter: Laminations - Theory and Applications

By Charles Attah Osheku


Open access peer-reviewed

2. Multiscale Hierarchical Structure and Laminated Strengthening and Toughening Mechanisms

By Baoxi Liu, Lujun Huang, Lin Geng and Fuxing Yin


Open access peer-reviewed

3. Bending of Laminated Composite Plates in Layerwise Theory

By Marina Rakočević


Open access peer-reviewed

4. Dynamic Modeling of a Serial Link Robot Laminated with Plastic Film

By Norimitsu Sakagami and Mizuho Shibata


Open access peer-reviewed

5. Advanced Technologies in Manufacturing 3D-Layered Structures for Defense and Aerospace

By Dionysios E. Mouzakis


Edited Volume and chapters are indexed in

  • Worldcat
  • OpenAIRE
  • Google Scholar
  • AZ ebsco
  • Base
  • CNKI

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