Vibration of Laminated Shells and PlatesVibrations drive many engineering designs in today’s engineering environment. There has been an enormous amount of research into this area of research over the last decade. This book documents some of the latest research in the field of vibration of composite shells and plates filling a much-needed gap in the market. Laminated composite shells have many engineering applications including aerospace, mechanical, marine and automotive engineering. This book makes an ideal reference for researchers and practicing engineers alike.
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Contents
| 23 | |
Chapter 3 Methods of Aalysis | 59 |
Chapter 4 Curved Beams | 73 |
Chapter 5 Plates | 109 |
Chapter 6 Shallow Shells | 183 |
Chapter 7 Cylindircal Shells | 259 |
Chapter 8 Conical Shells | 323 |
Chapter 9 Spherical Shells | 345 |
Chapter 10 Complicating Effects | 355 |
Appendix A | 363 |
Appendix B | 367 |
Appendix C | 371 |
Appendix D | 375 |
| 379 | |
| 405 | |
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Common terms and phrases
¼ va2 a/b ¼ analysis angle applied beams boundary conditions cantilevered changes Chapter circular clamped closed coefficients compared comparison completely composite conical shells considered constant coordinates cross-ply curvature curved beams cylindrical shells derived developed difference direction displacement earlier edges effects elasticity equations of motion exact solution ffiffiffiffiffiffiffiffiffi fibers Figure forces frequency parameters fundamental frequency graphite/epoxy increases isotropic laminated laminated composite laminated plates lamination angle layer Leissa less lines materials maximum mode shapes natural frequencies needed normal Note observed obtained orthotropy planform plates presented problem Qatu ratio rectangular respectively Ritz method shallow shells shear deformation shell theories shows similar simply supported solution spherical shells strains stress structures studies Substituting surface Table thick thick plates thickness ratio thin thin shells trapezoidal treated triangular twist various vibration yields δα θα дио
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Page 403 - Zabaras, N. and Pervez, T., Viscous Damping Approximation of Laminated Anisotropic Composite Plates Using the Finite Element Method, Computer Methods in Applied Mechanics and Engineering, No.
Page i - ... Fundamental Behaviour OLHOFF & ROZVANY Structural and Multidisciplinary Optimization Related Journals Free specimen copy gladly sent on request: Elsevier Science Ltd, The Boulevard, Langford Lane, Kidlington, Oxford, OX5 1GB, UK Applied Ocean Research Coastal Engineering Composite Structures Computers and Structures Construction and Building Materials Engineering Failure Analysis Engineering Structures Finite Elements in Analysis and Design Journal of Constructional Steel Research Journal of...
Page 3 - Love introduced his first approximation for bending analysis of shells. This approximation defines a linear analysis of thin shells, in which various assumptions were introduced. Among these assumptions, strains and displacements are assumed to be small such that second and higher order terms can be neglected.
Page 3 - Love assumed the thickness of the shell to be small compared with other shell parameters, the transverse stress to be small compared with other stresses in shells, and normals to the undeformed surface to remain straight and normal to the deformed surface.