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The capability of the proposed low-dimensional model in simulating the nonlinear bluff-body aerodynamic effects is first investigated by three nonlinear examples described by phenomenological models, which represent a gust-induced response, a vortex-induced vibration and a coupling interaction of buffeting and flutter of long-span cable-supported bridges.
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Simulation of three nonlinear examples shows promising results.
Five nonlinear examples are presented to validate and demonstrate the capabilities of the proposed finite element formulation.
The computational efficiency and constraint handling properties of this design are evaluated using a tubular reactor example modeled by two nonlinear parabolic PDEs.
The advantages of EMSGA are brought out by studies with two highly nonlinear examples, viz., the chaotic dynamics of a non-isothermal CSTR and the glycolysis regulation in Lactococcus lactis for production of lactic acid.
Two nonlinear profile examples taken from the literature are used to illustrate the proposed change-point model.
We illustrate the application and performance in combination with two numerical approaches from optimal control for two nonlinear model examples.
The effectiveness of the architecture optimization and adaptation is extensively tested by means of two nonlinear system identification examples.
The robust control design approach is illustrated by a simple nonlinear example.
The theory is illustrated by three examples.
Three nonlinear features can be distinguished by observing the plots in detail.
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