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ATILA Finite Element Method (FEM) software facilitates the modelling and analysis of applications using piezoelectric, magnetostrictor and shape memory materials. It allows entire… Read more
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Woodhead Publishing Series in Electronic and Optical Materials
Part I: Introduction to the ATILA finite element method (FEM) software
Chapter 1: Overview of the ATILA finite element method (FEM) software code
Abstract:
1.1 An introduction to finite element analysis
1.2 Defining the equations for the problem
1.3 Application of the finite element method (FEM)
1.4 Finite element method (FEM) simulation examples
1.5 Conclusion
Chapter 2: The capabilities of the new version of ATILA
Abstract:
2.1 Introduction
2.2 The new version of ATILA
2.3 Pre- and post-processor GiD
2.4 New capacities in ATILA/GiD
2.5 Time comparison between ATILA and ATILA++
2.6 Conclusion
Chapter 3: Loss integration in ATILA software
Abstract:
3.1 Introduction: nonlinear and hysteresis characteristics
3.2 Heat generation
3.3 Hysteresis estimation program
3.4 Conclusion
Part II: Case studies of finite element modelling using ATILA
Chapter 4: Finite element analysis of flexural vibration of orthogonally stiffened cylindrical shells with ATILA
Abstract:
4.1 Introduction
4.2 Shell formulation
4.3 Stiffened shell finite element
4.4 Validation
4.5 Conclusion
Chapter 5: Utilization of piezoelectric polarization in ATILA: usual to original
Abstract:
5.1 Introduction
5.2 Piezoelectric effect
5.3 Utilization of the Cartesian polarization: Cartesian coordinates
5.4 Utilization of the Cartesian polarization: cylindrical coordinates
5.5 Utilization of the cylindrical polarization: cylindrical coordinates
5.6 Original polarization
Conclusion
5.7 Conclusion
Chapter 6: Time domain analysis of piezoelectric devices with the transient module in ATILA
Abstract:
6.1 Introduction
6.2 Key design issues and parameters
6.3 Step-by-step use of ATILA transient module
6.4 Conclusion and future trends
Chapter 7: Designing ultrasonic motors (USM) with ATILA
Abstract:
7.1 Introduction
7.2 Procedure for finite element method (FEM) analysis – ATILA
7.3 Tiny ultrasonic motor (USM)
7.4 Butterfly-shaped ultrasonic linear motor
7.5 Conclusions
Chapter 8: Piezocomposite applications of ATILA
Abstract:
8.1 Introduction
8.2 General formulation
8.3 Transmission coefficient of an Alberich coating
8.4 1–3 piezocomposite
8.5 Conclusion
Chapter 9: Phononic crystal (PC) applications of ATILA
Abstract:
9.1 Introduction
9.2 General formulation
9.3 Phononic crystals for guiding applications
9.4 Phononic crystals for negative refraction applications
9.5 Conclusion
Chapter 10: Studying the behavior of piezoelectric single crystals for sonar using ATILA
Abstract:
10.1 Introduction
10.2 State of the art single crystal technology
10.3 Modeling the behavior of single crystal materials using ATILA software
10.4 The experiment
10.5 Analysis of results
10.6 The analytic model
10.7 Conclusion
10.8 Acknowledgments
Chapter 11: Thermal analysis in piezoelectric and magnetostrictive materials using ATILA
Abstract:
11.1 Introduction
11.2 Heat generation in piezoelectric materials
11.3 Implementation of ATILA for the thermal analysis of piezoelectric materials
11.4 Strains and stresses in piezoelectric materials caused by thermal effects
11.5 Numerical validation of the model
11.6 Experimental validation of the model
11.7 Heat generation in magnetostrictive materials
11.8 Temperature in an internal cavity in a magnetostrictive transducer
11.9 Conclusion
Chapter 12: Modelling the damping of piezoelectric structures with ATILA
Abstract:
12.1 Introduction
12.2 Circuit coupled simulation method
12.3 Semi-active damping method
12.4 Applications
Chapter 13: Modelling the behaviour of single crystal devices with ATILA: the effect of temperature and stress on a single crystal bar, tonpilz and sphere submitted to a harmonic analysis
Abstract:
13.1 Introduction
13.2 Single crystal dependence
13.3 Non-linear analysis
13.4 Harmonic analysis of a length expander bar with parallel field
13.5 Harmonic analysis of a single crystal tonpilz transducer
13.6 Harmonic analysis of a single crystal bar with a bolt
13.7 Harmonic analysis of a single crystal thin sphere in air
13.8 Harmonic analysis of a single crystal thin shell in water: an analytical solution
13.9 Conclusion
Index
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