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The results of the phase identification are presented in Supplementary Fig. 7b where a region of interest of the summed diffraction pattern is shown.
Experimental results of the model identification are presented in detail and discussed.
Several numerical examples for shape, topology optimization and identification are presented for elastic, thermoelastic and elastoplastic structures.
The appearance of split resonances impeded their study and suitable methods of HOM identification are presented in this report.
Two examples of modal identification are presented to demonstrate the availability and effectiveness of the proposed VBARX method.
Simulations comparing the new scheme with an adaptive controller based on classical recursive least-squares identification are presented.
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A new procedure of non-linear system identification is presented.
First, a strategic sensor placement problem for pipe failure location identification is presented.
A novel identification algorithm for circulant systems based on subspace identification is presented.
The field application of a proposed procedure for the wind load identification is presented.
A new low-cost systematic procedure to obtain high-quality data for model identification is presented.
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