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Digital Spectral Analysis MATLAB® Software User Guide (Dover Books on Electrical Engineering)

S. Lawrence Marple Jr. 2019

This user guide serves as a companion to Digital Spectral Analysis, Second Edition (Dover Publications, 2019), illustrating all the text's techniques and algorithms, plus time versus frequency analysis. The spectral demonstrations use MATLAB software that encompasses the full experience from inputting signal sources, interactively setting technique parameters and processing with those parameters, and choosing from a variety of plotting techniques to display the results. The processing functions and scripts have been coded to automatically handle sample data that is either real-valued or complex-valued, permitting the user to simply modify the demonstration scripts to input their own data for analysis.
Four integrated software categories support the demonstrations. These are the main MATLAB spectral demonstration scripts, supporting MATLAB plotting scripts, MATLAB processing functions listed in this guide, and signal sample data sources. Scripts and demonstration data files can be found on the Dover website for free downloading; see the Introduction for details.


Why Read This Book

You will get a hands-on, code-first pathway to understanding and applying modern spectral-analysis techniques using MATLAB; the book translates Marple's rigorous treatment into interactive demonstrations so you can experiment with parameters, visualize results, and drop in your own signals. It’s particularly strong for learning practical workflows for PSD estimation, time–frequency displays, and comparative evaluation of FFT, parametric, multitaper, and wavelet methods.

Who Will Benefit

Intermediate signal-processing engineers, graduate students, and applied researchers who want to learn practical MATLAB implementations of spectral analysis for audio/speech, radar, and communications tasks.

Level: Intermediate — Prerequisites: Basic digital-signal-processing concepts (sampling, Fourier transform, filtering), elementary linear algebra and probability, and working familiarity with MATLAB programming.

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Key Takeaways

  • Compute and interpret a variety of power spectral density estimates (periodogram, Welch, multitaper) using MATLAB code
  • Implement and compare FFT-based, parametric (AR/Burg/Yule–Walker), and adaptive spectral-estimation algorithms
  • Generate and interpret time–frequency representations (STFT/spectrogram, short-window/long-window tradeoffs) and wavelet scalograms
  • Apply spectral-analysis workflows to practical signals in audio/speech, radar, and communications, including preconditioning and visualization
  • Visualize spectral results with publication-quality plots and quantify uncertainty using statistical tools provided in the demos
  • Modify and integrate the supplied scripts to analyze your own real or complex-valued datasets

Topics Covered

  1. Introduction and installing the MATLAB demonstrations
  2. Getting started: data input, preprocessing, and plotting utilities
  3. Discrete Fourier transform and FFT-based spectral estimation
  4. Nonparametric estimators: periodogram, Welch, and multitaper methods
  5. Parametric methods: AR modeling, Burg, Yule–Walker, and model order selection
  6. Time–frequency analysis: STFT, spectrograms, and windowing tradeoffs
  7. Wavelet transforms and time-scale representations
  8. Adaptive filtering and adaptive spectral estimation
  9. Statistical aspects: variance, bias, confidence intervals, and hypothesis tests
  10. Applications: audio and speech spectral analysis
  11. Applications: radar and communications signal examples
  12. Visualization tools, interactive parameter tuning, and scripting best practices
  13. Appendices: code reference, sample data sets, and troubleshooting

Languages, Platforms & Tools

MATLABMATLAB (core)Signal Processing ToolboxWavelet Toolbox

How It Compares

Compared with Stoica & Moses' Spectral Analysis of Signals (which is theory-heavy), Marple's guide emphasizes working MATLAB implementations and interactive experimentation; it also complements Oppenheim & Schafer by focusing specifically on spectral-estimation algorithms and applied demos.

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