An Introduction to Wavelet Modulated Inverters

ISBN: 9780470610480 出版年：2011 页码：168 S A Saleh M Azizur Rahman Wiley

Preface. List of Symbols. List of Abbreviations. 1 Introduction to Power Inverters. 1.1 Fundamental Inverter Topologies. 1.2 Multi-Level Inverter Topologies. 1.3 Fundamental Inverter Switching. 1.4 Harmonic Distortion. 1.5 Summary. 2 Wavelets and The Sampling Theorem. 2.1 General. 2.2 Wavelet Basis Functions. 2.3 Sampling Process as a Multiresolution Analysis (MRA). 2.4 Sampling Forms. 2.5 Wavelet Sampling Theory. 2.6 Summary. 3 Modeling of Power Inverters. 3.1 General. 3.2 Sampling-Based Modeling of Single-Phase Inverter. 3.3 Testing the Non-uniform Recurrent Sampling-Based Model of Inverters. 3.4 Sampling-Based Modeling of Three-Phase Inverters. 3.5 Summary. 4 Scale-Based Linearly-Combined Wavelets. 4.1 General. 4.2 Scale-Based Linearly-Combined Wavelet Basis Functions. 4.3 Non-Dyadic MRA Structure. 4.4 Scale-based Linearly-Combined Scaling Functions for Three-Phase Inverters. 4.5 Summary. 5 Single-Phase Wavelet Modulated Inverters. 5.1 General. 5.2 Implementing the Wavelet Modulation Technique. 5.3 Simulated Performance of a Wavelet Modulated Inverter. 5.4 Experimental Performance of a Wavelet Modulated Inverter. 5.5 The Scale-Time Interval Factor. 5.6 Summary. 6 Three-Phase Wavelet Modulated Inverters. 6.1 General. 6.2 Implementing the Wavelet Modulation Technique for a Three-Phase Inverter. 6.3 Simulated Performance of a Three Phase Wavelet Modulated Inverter. 6.4 Experimental Performance of a Three Phase Wavelet Modulated Inverter. 6.5 Summary. Bibliography. Appendix. A Non-dyadic MRA for 3iWMInverters. A.1 Preliminary Derivations. A.2 Time and Scale Localization of MRA Spaces. Bibliography. Index.