Week 1: Introduction, need and applications of EMA, lumped parameter models, Analytical modal analysis of SDOF undamped and damped systems; Free and forced response, FRF
Week 2: Analytical modal analysis of undamped and damped MDOF systems; eigenvalue problem (EVP), free response, Forced response, FRF matrix, modal space, modal response
Week 3: IRF, Convolution integral, FRF characteristics, FRF types, FRF Plots, stiffness and mass lines; modal contributions; antiresonances
Week 4: Signal processing for experimental modal analysis, Fourier series, Fourier transform, Discrete Fourier Series, Discrete Fourier transform
Week 5: Time sampling; aliasing, sampling theorem, quantization, windowing; window functions, random signals, correlation, spectral density, white noise
Week 6: FRF measurement with an impact hammer, FRF estimation, Impact hammer, response measurement, accelerometer, mounting and selection, LDV
Week 7: Auto and cross spectrums, H1- H2 estimates, spectrum averaging, coherence function, FRF measurement simulation, boundary conditions, calibration
Week 8: FRF measurement with shaker, electromagnetic shaker, shaker-structure interaction, force transducer, impedance head; FRF measurement simulation, pseudo-random, periodic random, burst random, chirp excitation
Week 9: Modal parameter estimation using SDOF curve fitting, Peak-picking method, Circle fit method, Line fit, residuals
Week 10: Modal parameter estimation using MDOF curve fitting, RFP, Global method, Complex exponential method, Stabilization diagram, SVD, Eigensystem realization algorithm
Week 11: Phase resonance testing, Operational modal analysis
Week 12: EMA applications, local structural modification, Response simulation, Force identification, Coupled structural analysis, MAC correlation, FE Model validation and updating
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