ME EN 531

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Aerospace Structural Dynamic Testing

Mechanical Engineering Ira A. Fulton College of Engineering

Course Description

Strategies for identifying mathematical models of dynamic systems from time and frequency response measurements, experiment design, digital data acquisition methods and modern sensors. Eigenvalue problems for lumped parameter systems and corresponding experimental modal analysis methods. Introduction to signal processing, the fast Fourier transform, and correlation of measurements with finite element models.

When Taught

Winter

Fixed

3

Fixed

2

Fixed

1

Title

Analysis

Learning Outcome

Students will be able to find the natural frequencies, damping ratios and shapes of the modes of a dynamic system from a system of linear differential equations.

Title

Fourier Transform

Learning Outcome

Students will be able to use the fast Fourier transform to identify the frequency content in a signal and to solve for the steady-state and transient response of a linear system.

Title

Digital Data Acquisition

Learning Outcome

Students will be able to use modern data acquisition software to acquire measurements while avoiding aliasing and leakage.

Title

Experimental Modal Analysis

Learning Outcome

Students will be able to extract the natural frequencies, damping ratios and mode shapes from a set of frequency response functions.

Title

Test Design

Learning Outcome

Students will understand how to design a modal test, including selecting the locations of measurement sensors and input forces.

Title

Vibration Sensors

Learning Outcome

Students will be able to explain the advantages and disadvantages of common vibration sensors including: piezoelectric accelerometers, laser doppler vibrometers and strain gauges.

Title

Model Correlation

Learning Outcome

Students will employ the modal assurance criterion and cross-orthogonality to compare measured modes with those from a finite element model.

Title

Nonlinear Dynamics

Learning Outcome

Students will recognize some of the distortions that indicate the presence of nonlinearities in a dynamic measurement.