
doi: 10.1115/1.3140689
Experimental frequency response data for a linear dynamic system is used to obtain system transfer functions. An easily implemented multi-degree-of-freedom technique which is applicable to linear structures having moderate, non-proportional viscous damping is presented. It is shown that experimental data at the resonant and antiresonant frequencies, together with high and low frequency data, are sufficient to identify the system.
Linear vibration theory, Linear systems in control theory, experimental data, Numerical smoothing, curve fitting, transfer functions, linear structures, System identification
Linear vibration theory, Linear systems in control theory, experimental data, Numerical smoothing, curve fitting, transfer functions, linear structures, System identification
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