- Language: English
- 992 Pages
- Published: February 2013
- Region: Global
Analysis and Design of Plated Structures - Volume 2: Dynamics
- Published: February 2007
- Region: Global
- 508 Pages
- Woodhead Publishing Ltd
Edited by N E Shanmugam, Universiti Kebangsaan, Malaysia and C M Wang, National University of Singapore, Singapore
- the second of two volumes on plated structures
- provides a concise review of the most recent research in the research of plated structures
- discusses modelling of plates for specific effects
- compiled by an international team of distinguished contributors
Plated structures are widely used in many engineering constructions ranging from aircraft to ships and from off-shore structures to bridges and buildings. Given their diverse use in severe dynamic loading environments, it is vital that their dynamic behaviour is analysed and understood. Analysis and design of plated structures Volume 2: Dynamics provides a concise review of the most recent research in the area and how it can be applied in the field.
The book discusses the modelling of plates for effects such as transverse shear deformation and rotary inertia, assembly of plates in forming thin-walled members, and changing material properties in composite, laminated and functionally graded plates. Various recent techniques for linear and nonlinear vibration analysis are also presented and discussed. The book concludes with a hybrid strategy suitable for parameter identification of plated structures and hydro elastic analysis of floating plated structures.
With its distinguished editors and team of international contributors, Analysis and design of plated structures Volume 2: Dynamics will be an invaluable reference source for engineers, researchers and academics involved in the analysis and design of plated structures. It also provides a companion volume to Analysis and design of plated structures Volume 1: Stability.
About the editors
N E Shanmugam is Professor of Civil Engineering at the Universiti Kebangsaan, Malaysia
C M Wang is Professor of Engineering Science and Civil Engineering at the National University of Singapore SHOW LESS READ MORE >
Dynamic behaviour of tapered beams
M A Bradford, The University of New South Wales, Australia
Introduction. Linearly tapered members with both ends supported. Linearly tapered cantilever. Finite element approach. Conclusions. References.
GBT-based local and global vibration analysis of thin-walled members
D Camotim, N Silvestre and R Bebiano, Technical University of Lisbon, Portugal
Introduction. GBT vibration analysis. Illustrative examples. Conclusions. References.
Dynamics of non-prismatic thin-walled hybrid composite members of generic cross section
S Rajasekaran, PSG College of Technology, India
Introduction. Remarks on approach. Geometric description of undeformed beam. Assumptions. Kinematics. Constitutive equations. Equations of equilibrium. Finite element beam model. Numerical integration for finding properties and stress resultants at a cross section. Alternative formulation using plate elements (anon, 1995). Numerical examples. Conclusions. References.
Differential quadrature element method for vibration analysis of plates
K M Liew, J Yang and S Kitpornchai, City University of Hong Kong, China
Introduction. The DQ-Galerkin method. Theoretical formulations. Imperfection mode. Validation studies. Numerical tests. Conclusions. Acknowledgements. References.
Least squares finite difference method for vibration analysis of plates
C Shu, W X Wu and C M Wang, National University of Singapore, Singapore
Introduction. Least squares-based finite difference (LSFD) method. Governing equation and boundary conditions for free vibration of thin plates. Discretization of governing equation by LSFD method. Numerical implementation of boundary conditions. Computation of stress resultants. Numerical examples. Conclusions. References.
Analytical p-elements for vibration of plates/plated structures
A Y T Leung, City University, Hong Kong
Introduction. Condition number. Trapezoidal mindlin plate elements. Transverse vibration of plates on Pasternak foundations. Geometric nonlinear vibration of clamped plates. Conclusions. References.
The extended Kantorovich method for vibration analysis of plates
M Eisenberger and I Shufrin, Technion – Israel Institute of Technology, Israel
Abstract. Introduction. Vibrations of rectangular plates. Numerical examples and discussion. Conclusions. References.
A closed-form approach to modelling and dynamic analysis of beams, plates and shell
B Yang, University of Southern California, USA
Introduction. DTFM for one-dimensional continua. DTFM for multifunctional continua. Free vibration of plates and shells. Conclusions. Acknowledgements. References.
Vibration of plates with abrupt changes in properties
Y Xiang, University of Western Sydney, Australia
Introduction. Mathematical modelling. Case studies. Conclusions. Acknowledgements. References.
Relationship between vibration frequencies of higher order plate theories and classical thin plate theory
C M Wang, National University of Singapore, Singapore
Introduction. Plate theories. Equations of free vibration. Relationship between frequencies of FSDT and CPT. Relationship between frequencies of TSDT and CPT. Frequency results. Modification of frequency relationship for complicating effects. Concluding remarks. References.
Free vibration analysis of functionally graded ceramic-metal plates
J N Reddy, National University of Singapore, Singapore and R A Archiniega, Texas A & M University, USA
Introduction. Theoretical formulation. Finite element model. Numerical results. Conclusions. Acknowledgements. Appendix. References.
Nonlinear transient analysis of hybrid laminated plates
H S Shen and X L Huang, Shanghai Jiao Tong University, China
Introduction. Governing equations. Solution methodology. Nonlinear vibration and dynamic response of initially stressed anti-symmetric angle-ply laminated plates. Nonlinear vibration and dynamic response of an un-symmetric cross-ply laminated plate with piezoelectric layers. Nonlinear vibration and dynamic response of FGM hybrid laminated plates. Conclusions. Acknowledgements. References.
A hybrid strategy for parameter identification of plated structures
C G Koh and S L Zhao, National University of Singapore, Singapore
Introduction. Genetic algorithms (GA). Hybrid GA-MV method. Two new local search operators. Identification of plated structure. Conclusions. Acknowledgements. References.
Hydro elastic analysis of floating plated structures
T Utsunomiya, Kyoto University, Japan
Introduction. The boundary value problem. The boundary integral problem. Equation of motion for VLFS deflections. Formulation for hydro elastic analysis. Multiple expansion of the green’s function. Implementation to higher order boundary element method. Application of the fast multiple method. Numerical examples. Conclusions. References.