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Thus, our findings will aid to the understanding of the complex flow behaviour of such systems.
Recent work has shown that the "flaw tolerance" behaviour of such systems can be enhanced by embedding textured layers holding compressive stresses.
In this paper a numerical method based on linear complementarity problem (LCP) is developed to simulate vibrational behaviour of such systems.
After an appropriate re-scaling, the findings of this work could provide a better insight into the behaviour of such systems which are subject to harmonic excitation.
The dynamic behaviour of such systems can be found by using a Fourier transform approach in terms of wavenumbers in the longitudinal direction.
Further, the effect of a displaced dynamic equilibrium position, resulting from asymmetry, is shown to be an important factor in predicting the resonant behaviour of such systems.
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In this paper we use concepts from systems theory to develop two complementary tools that can help us understand the complex behaviour of such system models: one based on model decomposition and one on model reduction.
When developing a reliable controller for cyber-physical systems, one of the main issues is to guarantee that all behaviour properties of such systems will be accomplished.
However, one should also consider the fidelity of such systems in terms of the realism of their behaviour.
Specifically, his group develops formal methods for the specification and verification of such systems, their analysis based on event data, and techniques that optimise their run-time behaviour.
The article sheds insight onto the entropy generation behaviour of such dispersed system flows with respect to flow and heat transfer characteristics such as particle concentration, flow Reynolds number, and heat load for proper design of such systems.
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behaviour of underground systems
behaviour of such specimens
behaviour of different systems
behaviour of triple systems
behaviour of such devices
behaviour of generic systems
behaviour of neural systems
behaviour of granular systems
behaviour of actual systems
behaviour of such panels
behaviour of environmental systems
behaviour of electrochemical systems
behaviour of such plates
behaviour of such nanocomposites
behaviour of such structures
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