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Bifurcation and Chaos in Mechanical Applications: A Dynamical System Approach to Their Control
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Control of Chaos: Its Suppression, Enhancement, Exploitation in Mechanical Systems
No full textGuest Editor, numero speciale di Philosophical Transactions of the Royal Society London, Series A: Mathematical, Physical & Engineering Science
Controlling nonlinear dynamics in a two-well impact system. Part II: Attractors and bifurcation scenario under unsymmetric optimal excitation
No full textNumerical Control of Homoclinic Bifurcations in Mechanical Systems
No full textproceedings can be find at http://wccm.tuwien.ac.a
Asymptotic formulation of the nonlinear bifurcation scenarios in thermomechanically coupled plates
Full text linkThe nonlinear dynamics of composite plates with thermomechanical coupling is analytically addressed in order to describe the main bifurcation phenomena triggering the involved pre- and post-buckling response scenario. The static buckling occurrence and two resonance conditions around the unbuckled and buckled equilibria are investigated by means of the asymptotic multiple scale method, together with the double-zero bifurcation marking the occurrence of dynamical buckling. The resulting modulation equations and the steady-state mechanical and thermal responses are determined and compared with the numerical outcomes in order to verify the adequacy and effectiveness of the refined scalings adopted in the multiple scale analyses to describe the various bifurcation scenarios
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