Masterarbeit, 2016
80 Seiten, Note: P5
This project aims to investigate the effectiveness of the Discrete Wavelet Transform (DWT) in denoising audio signals corrupted by realistic noise. The study focuses on characterizing the DWT for this purpose and comparing its performance to the Fourier transform. The project also explores the implementation of DWT-based denoising techniques, including decomposition, thresholding, and reconstruction, using MATLAB.
Chapter 1 provides an introduction to the project, outlining its objectives and summarizing its scope. Chapter 2 delves into the theoretical foundation of wavelet transform, exploring its principles, development, and different types, including continuous and discrete wavelet transforms. It also examines the concept of multiresolution analysis (MRA) and its significance in wavelet transform. Chapter 3 presents a literature review, discussing the short-time Fourier transform, comparing it with the wavelet transform, and exploring the applications of wavelet transform in various fields. It also examines the use of wavelet transform for audio signal denoising and provides examples of wavelet-based noise analysis. Chapter 4 focuses on the practical application of wavelet transform for audio signal denoising. It discusses the process of digital audio signal denoising, including decomposition, threshold selection, and reconstruction. Chapter 5 presents the experimental results obtained from MATLAB simulations, analyzing the effectiveness of the DWT for denoising audio signals with different types of noise. It also examines the critical aspects of the results and their implications.
This research focuses on the application of wavelet transform, specifically the Discrete Wavelet Transform (DWT), for denoising audio signals. Key concepts include audio signal processing, realistic noise, denoising techniques, decomposition, thresholding, reconstruction, signal-to-noise ratio (SNR), wavelet function selection, and comparative analysis with the Fourier transform. The study utilizes MATLAB for implementation and analysis, contributing to the field of digital signal processing and audio engineering.
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