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Definition of Constants for Piezoceramic Materials $69.00
Authors: Vladimir A. Akopyan , Arkady Soloviev, Ivan A. Parinov and Sergey N. Shevtsov (Southern Federal University, Rostov-on-Don, Russia) 
Book Description:
This monograph consists of investigation results obtained on the new theoretically well-grounded method for the total set of the compatible material constants for different piezoceramics. With this aim, there were carried out theoretical and experimental analysis, and various oscillation modes of electroelastic bars and plates were identified. Moreover, the physical and geometrical restrictions on the sample form were stated by using modified method of definition of the piezomodule d33 in quasistatic regime. These limitations allowed the authors to calculate the valid values of d33 for various piezoceramic families. By this, the boundaries of application of the above methods are discussed in this book. The results of identification of the various oscillation modes for bars and plates, and also the method and algorithm of the definition of total set of compatible material constants may significantly help in the development of the computation methods for characteristics of piezocomposite materials for force piezoactuators. One of the approaches in order to achieve this aim consists of practice forms of maximum displacements that could be created by using the stiffness matrices of composite based on the calculation algorithm of total set of the compatible piezoceramic material constants. Moreover, above modified algorithm may be used for research and development of new composites, in particular polymer-composite materials. This book is addressed to students, post-graduate students and specialists, taking part in the development, preparation and researching new materials and devices on their base.

Table of Contents:
1 Introduction pp.1-7

2 Boundary Problems for Piezoelectrics and Mathematical Models of Electro-Elasticity pp.9-47
2.1 Constitutive Equations of Electro-Elastic Media
2.2 Electro-Elasticity Problem on Longitudinal Oscillations of Transverse-Polarized Beam
2.3 Problem on Longitudinal Oscillations of Beam under Longitudinal Electric Field
2.4 Problem on Shear Oscillations Excited in Plate with Depth Polarization
2.5 Problem on Planar Oscillations in Thin Plate with Depth Polarization Approximate Relations for Elastic Constants…

3 Methods for Definition of Piezoelectric Material Constants pp.49-58
3.1 Methods for Definition of Elastic Piezoelectric Constants in Dynamic Regime
3.2 Methods for Definition of Piezomodules in Static and Quasistatic Regimes

4 Identification of Oscillation Modes and Determination of Full Matrix of the Compatible Piezoelectric Material Constants pp.59-104
4.1 Different Oscillation Modes for Piezoceramic Rectangular Prismatic Beam
4.1.1 Isolated Longitudinal and Depth Oscillation Modes for Transverse-Polarized Beam and Experimental Definition Their Resonances
4.1.2 Theoretical Analysis of Amplitude-Frequency Characteristics and Oscillation Forms for Transverse-Polarized Beam. Comparison of Theoretical and Test Data
4.2 Method and Algorithm for Definition of Full Matrix of the Piezoceramic - Material Compatible Constants and Measuring Device for Their Realization
4.2.1 Method and Algorithm for Definition of Full Matrix of the Constants
4.2.2 Measuring Device Used for Definition of Constants
4.2.3 Results of Measurements and Calculations for Some Piezoceramics. Comparative Analysis with Known Data
5 Definition of Piezomodule d33 pp.105-118
5.1 Governing Equations for Definition of Piezomodule d33 and Scheme its Calculation
5.2 Method and Device for Definition of Piezomodule d33 in Quasistatic Regime
5.3 Analysis of Result Validity and Error in Measurement of d33
6 Definition of Elastic Constants for Piezoceramics and Their Temperature Characteristics by Using Method of Bending-Torsion Oscillations of the Cantilever Beam pp.119-158
6.1 Problem of Bending Oscillations of Piezoceramic Cantilever Beam with Additive Mass
6.2 Method for Definition of Technical Elastic Constants
6.3 Investigation of Temperature Dependencies of Piezoceramic Elastic Constants
6.4 Analysis of Result Validity and Error in Measurement of Elastic Constants

Appendix A- Specialized Finite-Element Complex ACELAN pp.159-187
A.1 Continuum and Finite-Element Models of Piezoelectric Devices
A.1.1 Continuum Models of Elastic, Electroelastic and Acoustic Media
A.1.2 Finite-Element Models
A.1.3 Numerical Solution of System of the Ordinary Differential Equations for the Finite-Element Model
A.2 Technique of Solution of the Dynamic Problems in ACELAN
A.2.1 Construction of Finite-Element Model in ACELAN
A.2.2 Definition of Natural Frequencies of Resonance and Antiresonance
A.2.3 Solution of Problem on Steady Oscillations
A.2.4 Solution of Non-stationary Problem
References pp.189-197

Index pp.199-205

      Materials Science and Technologies
   Binding: ebook
   Pub. Date: 2010
   Pages: pp.205
   ISBN: 978-1-61324-331-2
   Status: AV
Status Code Description
AN Announcing
FM Formatting
PP Page Proofs
FP Final Production
EP Editorial Production
PR At Prepress
AP At Press
AV Available
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Definition of Constants for Piezoceramic Materials