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Titlebook: Dynamical Systems: Theoretical and Experimental Analysis; Łódź, Poland, Decemb Jan Awrejcewicz Conference proceedings 2016 Springer Interna

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Heli Tiirmaa-Klaar,Jan Gassen,Peter Martinipaper aims to find unity in the dynamics of finite and infinite DOF systems. We show how the steps of stability investigation relate to each other in finite and infinite DOF cases. The presentation will explain how the linear operator can be defined and studied for continua, or how Lyapunov–Schmidt
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Sleep Behavior: Genetic Regulation,genfunction . is zero, the source factor . is zero as well. Considering the above, the aim of this research is to obtain the space where as many points as possible exist, where eigenfunction . values are equal to zero, for as many eigenfrequency . as possible. In order to find the specific configura
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Karen Lancel,Hermen Maat,Frances BrazierThe influence of different load resistances on the system response is reported by both the output beam amplitude—frequency and output power—frequency characteristics of the piezoelectric actuator. The goal of the work is maximising the root mean square of output electrical power and comparison the s
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rical schemes. As applications of the Magnus method, we study certain paradigmatic bifurcation problems with the major aim of investigating whether solid bodies may support certain instabilities that have common features to some classical hydrodynamic instabilities observed in viscous fluids.
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obtained using the fractional and integer (classical) viscoelastic material models is presented. In the analysed system, the influence the term describing the drift of the equilibrium position on the beam deflection is relatively low and may be neglected in some cases. The employed procedure widens
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https://doi.org/10.1007/978-3-319-42408-8DSTA 2015; optimization dynamical systems; simulation dynamical systems; asymptotic methods; nonlinear d
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