Titlebook: Computational Techniques for Structural Health Monitoring; Srinivasan Gopalakrishnan,Massimo Ruzzene,Sathyana Book 2011 Springer-Verlag Lo

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Application of the Finite Element Method in SHM, the procedure to select a proper FE mesh size for a given frequency content of a predefined input is given. A relationship between the damage size and the frequency of the predefined input signal is then established. Different methods of modeling flaws in FEM and their utility in SHM studies are e

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Spectral Finite Element Methodte element formulation and illustrates its utility for wave propagation studies is complex structural components. Two variants of spectral formulations, namely the Fourier transform-based, and Wavelet transform-based spectral FEM are presented for both 1D and 2D waveguides. A number of examples are

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Bridging Scales Analysis of Wave Propagation in Heterogeneous Structures with Imperfectionsf wavefield in damaged media can be useful to investigate the problem theoretically and to support the interpretation of experimental measurements. A finite element analysis of non homogeneous media can be computationally very expensive, especially when a fine mesh is required to properly model the

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Computational Techniques for Damage Detection, Classification and Quantificationifying structural damage. A quick summary of vibration-based techniques is first provided as an introduction to the strainᾢenergy ratio technique. The ability of the strain energy ratio to locate damage and potentially estimate its severity is illustrated through numerical simulations and experiment

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Use of Soft Computing Tools for Damage Detectionnetic algorithms and the artificial neural network are addressed in regard to damage detection. Implementation of these methods under spectral finite element environment is discussed. The chapter first gives basic introduction to these methods and outlines the procedure for adaptation under spectral