The Hilbert-Huang Transform in Engineering

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Overview

Data used to develop and confirm models suffer from several shortcomings: the total data is too limited, the data are non-stationary, and the data represent nonlinear processes. The Hilbert-Huang transform (HHT) is a relatively new method that has grown into a robust tool for data analysis and is ready for a wide variety of applications.

This text presents the first thorough presentation of the formulation and application of the Hilbert-Huang Transform (HHT) in engineering. After an introduction and overview of recent advances, thirty leading international experts explore the use of the HHT in areas such as oceanography, nonlinear soil amplification, and non-stationary random processes. One chapter offers a comparative analysis between HHT wavelet and Fourier transforms, and another looks at the HHT applied to molecular dynamic simulations. The final chapter provides perspectives on the theory and practice of HHT and reviews applications in disciplines ranging from biomedical, chemical, and financial engineering to meteorology and seismology.

The Hilbert-Huang Transform in Engineering features a variety of modern topics, and the examples presented include wide-ranging, real-life engineering problems. While the development of the HHT is not yet complete, this book clearly demonstrates the power and utility of the method and will undoubtedly stimulate further interest, theoretical advances, and innovative applications.

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Product Details

  • ISBN-13: 9780849334221
  • Publisher: Taylor & Francis
  • Publication date: 6/28/2005
  • Pages: 328
  • Product dimensions: 6.30 (w) x 9.20 (h) x 0.90 (d)

Table of Contents

Introduction to Hilbert-Huang Transform and Some
Recent Developments
Norden E. Huang

Carrier and Riding Wave Structure of Rogue Waves
Torsten Schlurmann and Marcus D├Ątig

Applications of Hilbert-Huang Transform to Ocean-Atmosphere
Remote Sensing Research
Xiao-Hai Yan, Young-Heon Jo, Brian Dzwonkowski, and
Lide Jiang

A Comparison of the Energy Flux Computation of Shoaling
Waves Using Hilbert and Wavelet Spectral Analysis Techniques
Paul A. Hwang, David W. Wang, and James M. Kaihatu

An Application of HHT Method to Nearshore Sea Waves
Albena Dimitrova Veltcheva

Transient Signal Detection Using the Empirical Mode
Decomposition
Michael L. Larsen, Jeffrey Ridgway, Cye H. Waldman,
Michael Gabbay, Rodney R. Buntzen, and Brad Battista

Coherent Structures Analysis in Turbulent Open Channel Flow
Using Hilbert-Huang and Wavelets Transforms
Athanasios Zeris and Panayotis Prinos

An HHT-Based Approach to Quantify Nonlinear Soil
Amplification and Damping
Ray Ruichong Zhang

Simulation of Nonstationary Random Processes Using
Instantaneous Frequency and Amplitude from Hilbert-Huang
Transform
Ping Gu and Y. Kwei Wen

Comparison of Hilbert-Huang, Wavelet, and Fourier
Transforms for Selected Applications
Ser-Tong Quek, Puat-Siong Tua, and Quan Wang

The Analysis of Molecular Dynamics Simulations
by the Hilbert Huang Transform

Adrian P. Wiley, Robert J. Gledhill, Stephen C. Phillips,
Martin T. Swain, Colin M. Edge, and Jonathan W. Essex

Decomposition of Wave Groups with EMD Method
Wei Wang

Perspectives on the Theory and Practices of the Hilbert-Huang
Transform
Nii O. Attoh-Okine

Index

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