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A Kinect is used to recreate three dimensional digital landscapes from real life structures.
Accuracy and practicality of the proposed method is illustrated at the end by applying it to a real-life structure.
Accuracy and simplicity of the method were demonstrated by applying it to a real-life structure, which was redesigned utilizing the proposed method.
Results appear to agree with experimental tests of the corresponding real-life structure with minor differences in collapse behavior and deflation duration time.
Through identification of hysteresis, it becomes possible to assess, for the first time in analysis, the performance of a real-life structure that has previously been damaged.
Real-life structures often posses piecewise stiffness because of clearances or interference between subassemblies.
System identification of large real-life structures with nonlinear behavior subjected to unknown dynamic loading such as strong ground motions is challenging.
Hence, proposed regression equation can be used for the determination of reduction in load-carrying capacity and bond stress behavior in the real-life structures subjected to different levels of corrosion.
These attractive features, coupled with minimal computational requirements, such as solutions of small diagonal Sylvester equations make the proposed algorithms ideally suited for application to large real-life structures.
On the other hand, when measuring on real-life structures, a portion of the FRFs is corrupted with high levels of noise (this is caused by laser drop outs which result in outliers in the measurements).
In this paper, based on the theories of the Bounded Real Lemma and the linear matrix inequalities (LMI), a novel discrete-time robust H2/H∞ control algorithm is presented which not only reduces the structural peak response caused by external dynamic forces but also is robust and stable in the presence of parametric uncertainties which is always the case in real-life structures.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com