Modal identification of a centrifuge soil model using subspace state space method

H Soltani, KK Muraleetharan, T Runolfsson - Soil Dynamics and …, 2016 - Elsevier
Soil Dynamics and Earthquake Engineering, 2016Elsevier
In this paper, modal parameters of a layered soil system comprising of a soft clay layer
overlying a dense sand layer are identified from accelerometer recordings in a centrifuge
test. For the first time, the subspace state space system identification (4SID) method was
employed to identify the natural frequencies, damping ratios, and complex valued mode
shapes while considering the non-proportional damping in a soil system. A brief review of
system identification concepts needed for application of the 4SID techniques to structural …
Abstract
In this paper, modal parameters of a layered soil system comprising of a soft clay layer overlying a dense sand layer are identified from accelerometer recordings in a centrifuge test. For the first time, the subspace state space system identification (4SID) method was employed to identify the natural frequencies, damping ratios, and complex valued mode shapes while considering the non-proportional damping in a soil system. A brief review of system identification concepts needed for application of the 4SID techniques to structural modal identification is provided in the paper. The identified natural frequencies were validated against those estimated by transfer function spectra. The computed normal mode shapes were compared with closed-form solutions obtained from the one-dimensional shear wave propagation equation. The identified modal parameters were then employed to synthesize state space prediction models which were subsequently used to simulate the soil response to three successive base motions. The identified models captured acceleration time-histories and corresponding Fourier spectra reasonably well in the small and moderate shaking events. In the stronger third shaking event, the model performed well at greater soil depths, but was less accurate near the surface where nonlinearities dominated.
Elsevier
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