Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989


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Nonlinear Dynamics: Classical Mechanics

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Nonlinear dynamics in engineering systems IUTAM symposium Stuttgart Germany August 21 25 1989

Washington 5, D. Voorburgwal 68, Amsterdam-C. Kapitaniak eds Kapitaniak, M. Wiercigroch eds Kapitaniak, H. True eds Dudkowski, A. Prasad and T. Kapitaniak: "Perpetual points and hidden attractors in dynamical systems", Physics Letters A Borkowski, P. Perlikowski, T. Kapitaniak and A. Stefanski: "Experimental observation of three-frequency quasiperiodic solution in a ring of unidirectionally coupled oscillators", Physical Review E 91 Najdecka, T.

Kapitaniak and M. Wiercigroch: "Synchronous rotational motion of parametric pendulums", International Journal of Non-Linear Mechanics 70 Jaros, Y. Maistrenko and T. Kapitaniak: "Chimera states on the route from coherence to rotating waves", Physical Review E 91 Brzeski, T. Kapitaniak, P. Perlikowski: "Novel type of tuned mass damper with inerter which enables changes of inertance", Journal of Sound and Vibration Serweta, A. Okolewski, B. Czolczynski and T. Kapitaniak: "Lyapunov exponents of impact oscillators with Hertz?

Yanchuk, P. Perlikowski, M. Wolfrum, A. Kapitaniak: "Amplitude equations for collective spatio-temporal dynamics in arrays of coupled systems", Chaos: An Interdisciplinary Journal of Nonlinear Science 25 Chaos, PDF - preprint. Perlikowski: "Experimental verification of a hybrid dynamical model of the church bell", International Journal of Impact Engineering to appear.

IE, PDF - preprint. Brzeski, E. Pavlovskaia, T. Marszal, K. Jankowski, P.

Alfred Zmitrowicz: Instytut Maszyn Przepływowych PAN

Kapitaniak: "Bifurcations of oscillatory and rotational solutions of double pendulum with parametric vertical excitation", Mathematical Problems in Engineering Volume Kuzma, M. Kapitaniak, and T. Kapitaniak: "Coupling multistable systems: uncertainty due to the initial positions on the attractors", Journal of Theoretical and Applied Mechanics 52 Kuzma, J. Wojewoda, K. Czolczynski and Y.

Maistrenko: "Imperfect chimera states for coupled pendula", Scientific Reports 4 Dudkowski, Y. Kapitaniak: "Different types of chimera states: An interplay between spatial and dynamical chaos", Physical Review E 90 Dudkowski, P. Kuzma and T. Kapitaniak, K. Czolczynski, P. Stefanski, T. Kapitaniak: "Synchronous states of slowly rotating pendula", Physics Reports 1 PR, PDF - preprint. Lazarek, M. Nielaczny, K.

Kapitaniak: "Synchronization extends the life time of the desired behavior of globally coupled systems", Scientific Reports 4 Witkowski, P. Kapitaniak: "The dynamics of co- and counter rotating coupled spherical pendulums", The European Physical Journal Special Topics 4 Koluda, P. Perlikowski, K. Marynowski and T. Kapitaniak: "Synchronization configurations of two coupled double pendula ", Communications in Nonlinear Science and Numerical Simulation 19 4 Brzeski, P.


  • BIOGRAPHICAL AND PROFESSIONAL RESUME.
  • Introduction.
  • The not so short introduction to LaTeX2ε?
  • Letters of Note: Correspondence Deserving of a Wider Audience.
  • Passar bra ihop?

Kapitaniak: "Numerical optimization of tuned mass absorbers attached to strongly nonlinear Duffing oscillator", Communications in Nonlinear Science and Numerical Simulation 19 1 Dvorak, P. Kuzma, P. Perlikowski, V. Astakhov, T. Sabarathinam, K. Thamilmaran, L. Perlikowski, P. Brzeski, A. Kapitaniak: "Transient chaos in two coupled, dissipatively perturbed Hamiltonian Duffing oscillators", Communications in Nonlinear Science and Numerical Simulation 18 11 Perlikowski and T.

Kapitaniak: "Synchronous motion of two vertically excited planar elastic pendula", Communications in Nonlinear Science and Numerical Simulation 18 8 Kapitaniak: "Synchronization of the self-excited pendula suspended on the vertically displacing beam", Communications in Nonlinear Science and Numerical Simulation 18 2 Czolczynski, A. Brzeski, K. Kapitaniak: "Synchronization thresholds of coupled self-excited nonidentical pendula suspended on the vertically displacing beam", Progress of Theoretical Physics 6 Perlikowski, S.

Yanchuk and T. Perlikowski and A. Stefanski: "Energy balance of two synchronized self-excited pendulums with different masses", Journal of Theoretical and Applied Mechanics, 50 3 Kapitaniak: "Synchronization of pendula rotating in different directions", Communications in Nonlinear Science and Numerical Simulation 17 9 Kapitaniak: "Chaos in coupled clocks", Physics Reports , accepted for publication. Grabski and T. Kapitaniak: "The three-dimensional dynamics of the die throw", Chaos 22 4 Chaos, PDF.

Wojewoda, M. Wiercigroch and T. Kapitaniak: "Synchronous rotation of the set of double pendula: Experimental observations", Chaos 22 4 Stefanski, J. Wojewoda, A. Chudzik and T. Kapitaniak: "Hyperbolic-like properties of Popp's attractor", International Journal of Bifurcation and Chaos 22 8 Astakhov, S. Koblyanskii, A. Shabunin and T. Kapitaniak: "Synchronization of slowly rotating pendulums", International Journal Bifurcation and Chaos , accepted for publication.

Kapitaniak: "Huygens' odd sympathy experiment revisited", International Journal Bifurcation and Chaos 21 7 Chudzik, P. Kapitaniak: "Multistability and rare attractors in van der Pol - Duffing oscillator", International Journal Bifurcation and Chaos 21 7 , Dabrowski and T. Strzalko, A. Stefanski, P. Yanchuk, M. Mosilek and T. Kapitaniak: "Clustering and synchronization of n Huygens' clocks", Physica A , doi Physica A, PDF. Dynamics of a two-degree-of-freedom cantilever beam with impacts, Chaos, Solitons and Fractals, in press published on-line: doi Using chaos to reduce oscillations: Experimental results, Chaos, Solitons and Fractals, in press published on-line: doi PR, PDF.

Perlikowski T. Kapitaniak: "Multistability and chaotic beating of Duffing oscillators suspended on an elastic structure", Journal Sound and Vibration , Perlikowski, B. Jagiello, A. Kapitaniak: "Experimental observation of ragged synchronizability", Physical Review E 78, doi: Stefanski, M. Hysteretic effects of dry friction: modelling and experimental studies, Philosophical Transactions of the Royal Society, A, Stefanski, and T. Kapitaniak: " Mode locking and generalized synchronization in mechanical oscillators", Journal Sound and Vibration , doi Kapitaniak: "Comment on Synchronization in a ring of four mutually coupled van der Pol oscillators: Theory and experiment"", Physical Review E , 77, doi Stefanski: "Periodization of Duffing oscillators suspended on elastic structure: mechanical explanation", Chaos, Solitons and Fractals , 32, Kapitaniak: "Synchronization of self-excited oscillators suspended on elastic structure", Chaos, Solitons and Fractals, 32, Kapitaniak: Ragged synchronizability of coupled oscillators.

Physical Review E , 75, Batista, I. Caldas, R.

Aus unseren Forschungsbereichen

Viana, and T. Noise-induced basin hopping in a vibro-impact system, Chaos, Solitons and Fractals, 32, Marynowski, and T. Zener internal damping in modeling of axially moving viscoelastic beam with time-dependent tension, Int. Non-Linear Mechanics, 42, , doi Czolczynski, and T. On the influence of the resonant frequencies ratio on a stable periodic solution of two impacting oscillators, Int. Bifurcation and Chaos, 16, Wiercigroch, and T. Regular and chaotic oscillations of friction force, Journal of Mechanical Engineering Science, , Yanchuk, A.

Kapitaniak, and J. Dynamics of an array of mutually coupled semiconductor lasers, Physical Review E73, Chaos synchronization and hyperchaos, Journal of Physics, 23, JP , PDF. Szuminski, and T. A model for the determination of the resisting torque of the rolling bearing cage motion of slow-speed kinematic pairs, Meccanica, 40, Meccanica , PDF.

Viana, A. Batista, and T. Noise-induced basin hopping in the gearbox model, Chaos, Solitons and Fractals, 26, Riddling bifurcation and.. Akopov, V. Vadiasova, A. Shabunin, T. Frequency synchronization in clusters in coupled extended systems, Physics Letters A, , Stefanski, A. Dabrowski, T. Evaluation of the largest Lyapunov exponent in dynamical system with time delay, Chaos, Solitons and Fractals, 23, On the existence of a stable periodic solution of two impacting oscillators with damping, Int. Bifurcation and Chaos, 14, Wojewoda, T.

Kapitaniak, and S. Yanchuk Simple estimation of synchronization threshold in esembles of diffusively coupled chaotic systems, Physical Review E70, On the existence of a stable periodic solution of an impacting oscillator with two fenders, Int. Szuminski, T. Kapitaniak, A. Stefanski Energy method for position stability analysis of critical points of robot manipulators, Journal of Theoretical and Aplied Mechanics, 42,1, Estimation of the dominant Lyapunov exponent of non-smooth systems on the basis of maps synchronization, Chaos, Solitons and Fractals, 15,

Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989 Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989
Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989 Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989
Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989 Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989
Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989 Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989
Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989 Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989
Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989 Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989
Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989 Nonlinear Dynamics in Engineering Systems: IUTAM Symposium, Stuttgart, Germany, August 21–25, 1989

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