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Zheng, Hui: Radial basis function collocation methods for band structure computation of phononic crystalsRadiale Basisfunktion-Kollokationsmethode für die Bandstrukturberechnung von phononischen Kristallen. 2016
Inhalt
Abstract
Kurzfassung
Contents
List of figures
List of tables
List of abbreviations
Chapter 1 - Introduction
1.1 Current state of research on phononic crystals
1.2 Numerical methods for band structure computations
1.3 Objectives of the thesis
1.4 Outline of the thesis
Chapter 2 - Governing equations of elastic and acoustic wave propagation inphononic crystals
2.1 1D elastic wave propagation
2.2 2D anti-plane elastic wave propagation
2.3 2D in-plane elastic wave propagation
2.4 2D mixed elastic and acoustic wave propagation
Chapter 3 - Radial basis function collocation methods (RBFCM)
3.1 Global radial basis function collocation method (GRBFCM)
3.2 Local radial basis function collocation method (LRBFCM)
3.3 Treatments of the boundary and interface continuity conditions
3.4 Summary
Chapter 4 - Global RBFCM for 1D solid/solid phononic crystals
4.1 GRBFCM formulation for 1D solid/solid phononic crystals
4.2 Numerical results and discussions
4.3 Summary
Chapter 5 - Local RBFCM for anti-plane wave propagation analysis in 2D solid/solid phononic crystals
5.1 LRBFCM formulation of the eigenvalue problems
5.2 Numerical results and discussions
5.3 Analysis of the computational efficiency
5.4 Summary
Chapter 6 - Local RBFCM for in-plane elastic wave propagation analysis in2D solid/solid phononic crystals
6.1 LRBFCM formulation of the eigenvalue problems
6.2 Numerical results and discussions
6.3 Analysis of the computational efficiency
6.4 Summary
Chapter 7 - Local RBFCM for wave propagation analysis in 2D solid/fluidand fluid/solid phononic crystals
7.1 LRBFCM formulation of the eigenvalue problems
7.2 Numerical results and discussions
7.3 Analysis of the computational efficiency
7.4 Summary
Chapter 8 - Conclusions and outlook
8.1 Conclusions
8.2 Outlook
References
Publications