IUTAM symposium on new applications of nonlinear and chaotic dynamics in mechanics. Proceedings of the IUTAM symposium held in Ithaca, NY, USA, July 27--August 1, 1997 (Q1301509)
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scientific article; zbMATH DE number 1332316
| Language | Label | Description | Also known as |
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| English | IUTAM symposium on new applications of nonlinear and chaotic dynamics in mechanics. Proceedings of the IUTAM symposium held in Ithaca, NY, USA, July 27--August 1, 1997 |
scientific article; zbMATH DE number 1332316 |
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IUTAM symposium on new applications of nonlinear and chaotic dynamics in mechanics. Proceedings of the IUTAM symposium held in Ithaca, NY, USA, July 27--August 1, 1997 (English)
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6 September 1999
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The articles of mathematical interest will be reviewed individually. Indexed articles: \textit{Ariaratnam, S. T.}, Bifurcation in stochastically perturbed dynamical systems., 3-11 [Zbl 1046.70013] \textit{Bajaj, Anil K.; Banerjee, Babbaditya; Davies, Patricia}, Nonstationary responses in two degree-of-freedom nonlinear systems with 1-to-2 internal resonance, 13-22 [Zbl 0982.37065] \textit{Davies, Huw G.}, Sinusoidally varying period-doubling bifurcations, 23-29 [Zbl 0999.37032] \textit{Fedorova, A. N.; Zeitlin, M. G.}, Wavelet approach to mechanical problems. Symplectic group, symplectic topology and symplectic scales, 31-40 [Zbl 0964.70013] \textit{Guder, R.; Kreuzer, E.}, On the generalized cell mapping, 41-50 [Zbl 0984.37106] \textit{Knobloch, Edgar; Moehlis, Jeff}, Bursts, 51-60 [Zbl 0982.37049] \textit{Rand, Richard; Zounes, Randolph; Hastings, Rachel}, Dynamics of a quasi-periodically-forced Mathieu oscillator, 61-70 [Zbl 0961.34039] \textit{Steindl, Alois; Troger, Hans; Zemann, Josef V.}, Improved Galerkin method in the dimension reduction of nonlinear dynamical systems, 71-80 [Zbl 0957.70004] \textit{Szemplińska-Stupnicka, W.; Tyrkiel, E.}, Sequences of global bifurcations and multiple chaotic transients in a mechanical driven oscillator, 81-91 [Zbl 0964.70020] \textit{Belhaq, M.; Lakrad, F.}, Bifurcation of homoclinic orbits in autonomous systems and in chaotic blue sky catastrophe., 93-100 [Zbl 1073.34511] \textit{Fedorova, A. N.; Zeitlin, M. G.}, Wavelet approach to polynomial mechanical problems, 101-108 [Zbl 0969.70003] \textit{Soliman, Mohamed S.}, Jumps of resonance phenomena in nonlinear mechanics: Fractal basins, chaotic transients and unpredictability, 109-115 [Zbl 0974.70016] \textit{Zakrzhevsky, M.}, Globally stable oscillations near unstable equilibrium positions: The hilltop effect, 117-124 [Zbl 0977.70014] \textit{Thompson, J. M. T.; van der Heijden, G. H. M.}, Homoclinic orbits, spatial chaos and localized buckling, 127-138 [Zbl 0970.74028] \textit{Benedettini, F.; Rega, G.}, Nonregular regimes of monodimensional mechanical systems with initial curvature: Experiments and time series analysis, 139-148 [Zbl 0947.74504] \textit{Holmes, Philip; Schmitt, John; Domokos, Gabor}, Constrained Euler buckling: Line contact solutions, 149-158 [Zbl 0983.74024] \textit{Lord, G. J.; Champneys, A. R.; Hunt, G. W.}, The role of homoclinic bifurcations in understanding the buckling of long thin cylindrical shells, 159-168 [Zbl 0982.74029] \textit{Belyaev, A. K.}, Dynamics of a buckled drillstring rotating in a curved oil wellbore, 169-171 [Zbl 0947.74538] \textit{Gonçalves, P. B.}, The complex nonlinear dynamics of imperfection-sensitive shells, 173-180 [Zbl 0978.74036] \textit{Davies, M. A.; Burns, T. J.; Evans, C. J.}, The dynamics of chip formation in machining, 183-192 [Zbl 0947.74539] \textit{Nayfeh, Ali H.; Pratt, Jon R.}, Chatter identification and control for a boring process, 193-202 [Zbl 0954.93503] \textit{Vestroni, F.; Capecchi, D.}, Coupling and resonance phenomena in dynamic systems with hysteresis, 203-212 [Zbl 0969.70016] \textit{Pratap, Rudra; Judge, John}, Maps, traps, and equilibria for a fully dissipative elastoplastic oscillator, 213-220 [Zbl 0947.74532] \textit{Shaw, S. W.; Chao, C.-P.; Lee, C.-T.}, Nonlinear dynamics and the design of tuned pendulum vibration absorbers, 223-234 [Zbl 0947.70543] \textit{Pfeiffer, Friedrich}, Dynamical behavior of chains, 235-252 [Zbl 0947.70538] \textit{Boedo, S.}, Chaos in offset hydrodynamic rotor bearings, 253-260 [Zbl 0947.70542] \textit{Balachandran, B.; Zhao, M.-X.; Li, Y.-Y.}, Dynamics of elastic structures subjected to impact excitations, 263-272 [Zbl 0947.74503] \textit{Hogan, S. J.; Homer, M. E.}, A method for finding all possible periodic orbits in piecewise continuous mechanical systems of arbitrary dimension, 273-282 [Zbl 0991.70017] \textit{Peterka, F.}, Dynamics of the impact oscillator, 283-292 [Zbl 0947.70541] \textit{Popp, K.; Oestreich, M.; Hinrichs, N.}, Numerical and experimental investigation of nonsmooth mechanical systems, 293-302 [Zbl 0947.70527] \textit{Wiercigroch, M.}, Nonlinear dynamics of mechanical systems with discontinuities, 313-322 [Zbl 0969.70514] \textit{Glocker, Ch.}, Displacement potentials in non-smooth dynamics, 323-330 [Zbl 0960.70004] \textit{Engelbrecht, J.; von Hertzen, R.; Kongas, O.}, Driven nonlinear oscillators for modeling cardiac phenomena, 333-342 [Zbl 0963.92018] \textit{Matsumoto, T.; Nishi, M.}, Chaos, synchronization and bifurcations in a driven R-L-diode circuit., 343-352 [Zbl 1073.34514] \textit{Schiehlen, W. O.}, Control of chaos for pendulum systems, 363-370 [Zbl 0947.70549] \textit{Stépán, G.}, Delay, nonlinear oscillations and shimmying wheels, 373-386 [Zbl 0947.70528] \textit{Jensen, Carsten Nordstrøm; Golubitsky, Martin; True, Hans}, Symmetry, generic bifurcations, and mode interaction in nonlinear railway dynamics, 387-396 [Zbl 1012.70534] \textit{O'Reilly, Oliver M.; Varadi, Peter C.}, A traveler's woe: Some perspectives from dynamical systems, 397-406 [Zbl 0959.70003] \textit{Coleman, M. J.; Garcia, M.; Ruina, A. L.; Camp, J. S.; Chatterjee, A.}, Stability and chaos in passive-dynamic locomotion, 407-416 [Zbl 1001.92509] \textit{Spyrou, K. J.; Bishop, S. R.}, On the multi-degree of freedom, nonlinear dynamics of ship motions with application to the broaching problem, 417-424 [Zbl 0947.70539] \textit{Dowell, E. H.; Virgin, L. N.; Tang, D. M.; Conner, C. D.}, Nonlinear dynamics of aeroelastic systems, 427-449 [Zbl 0976.74507] \textit{Ibrahim, R. A.; Hijawi, M.}, Stabilization of nonlinear hydroelastic structures via random parametric excitation, 451-460 [Zbl 0971.74043] \textit{Macmillen, F. B. J.; Thompson, J. M. T.}, Aircraft stability and control: Bifurcation analysis in the design process?, 461-470 [Zbl 0947.76570] \textit{Sri Namachchivaya, N.; McDonald, R.}, Global dynamics in gyroscopic and aeroelastic systems, 471-482 [Zbl 0972.74027] \textit{Païdoussis, M. P.; Price, S. J.; Mureithi, N. W.}, Chaotic oscillations of a loosely supported tube in a heat-exchanger array in cross-flow, 483-492 [Zbl 0947.74541] \textit{Schmitt, J. M.; Bayly, P. V.; Peters, D. A.}, Stabilization of periodic flap-lag dynamics in rotorcraft, 493-502 [Zbl 0981.70021] \textit{Feng, Z. C.; Poon, Chisang}, A mathematical model of pendelluft flow in a single airway bifurcation, 503-504 [Zbl 0947.76539] \textit{Thothadri, M.; Moon, F. C.}, Helical waves and nonlinear dynamics of fluid/structure interactions in a cylinder row, 513-520 [Zbl 0947.74521] \textit{Salenger, G. D.; Vakakis, A. F.}, Spatially localized and chaotic motions of a discretely supported elastic continuum, 533-542 [Zbl 0965.74025] \textit{Grigoriev, R. O.}, Optimal control of spatiotemporal chaos in coupled map lattices, 543-550 [Zbl 0974.37021]
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Proceedings
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Symposium
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Nonlinear dynamics
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Chaotic dynamics
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Ithaca, NY (USA)
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Mechanics
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IUTAM symposium
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