Pages that link to "Item:Q1969443"
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The following pages link to Periodic and homoclinic motions in forced, coupled oscillators (Q1969443):
Displaying 21 items.
- Subharmonic Melnikov method of four-dimensional non-autonomous systems and application to a rectangular thin plate (Q327516) (← links)
- The existence of transversal homoclinic orbits in a planar circular restricted four-body problem (Q736944) (← links)
- Multi-pulse orbits and chaotic dynamics in motion of parametrically excited viscoelastic moving belt (Q813585) (← links)
- Forced periodic motions of a quasiperiodic system with a lag (Q1064095) (← links)
- Resonantly forced motion of two quadratically coupled oscillators (Q1066693) (← links)
- Dynamics of driven coupled oscillators with shape deformable potential. (Q1419103) (← links)
- Bifurcation structure of two coupled periodically driven double-well Duffing oscillators. (Q1419111) (← links)
- Silnikov's orbit in coupled Duffing's systems (Q1573970) (← links)
- Gain-loss-driven travelling waves in PT-symmetric nonlinear metamaterials (Q2190439) (← links)
- Multipulse heteroclinic orbits and chaotic dynamics of the laminated composite piezoelectric rectangular plate (Q2312315) (← links)
- Subharmonic Melnikov method of six-dimensional nonlinear systems and application to a laminated composite piezoelectric rectangular plate (Q2436169) (← links)
- Global bifurcations and chaos for a rotor-active magnetic bearing system with time-varying stiffness (Q2477316) (← links)
- Global bifurcations and chaotic dynamics in nonlinear nonplanar oscillations of a parametrically excited cantilever beam (Q2499462) (← links)
- SHILNIKOV-TYPE MULTIPULSE ORBITS AND CHAOTIC DYNAMICS OF A PARAMETRICALLY AND EXTERNALLY EXCITED RECTANGULAR THIN PLATE (Q3499161) (← links)
- THEORIES OF MULTI-PULSE GLOBAL BIFURCATIONS FOR HIGH-DIMENSIONAL SYSTEMS AND APPLICATION TO CANTILEVER BEAM (Q3611543) (← links)
- Transient Chaos in Coupled Oscillators with Shape Deformable Potential (Q4653844) (← links)
- How do conservative backbone curves perturb into forced responses? A Melnikov function analysis (Q5114239) (← links)
- Stability of forced–damped response in mechanical systems from a Melnikov analysis (Q5129854) (← links)
- From collective periodic running states to completely chaotic synchronised states in coupled particle dynamics (Q5264541) (← links)
- MULTIPULSE SHILNIKOV ORBITS AND CHAOTIC DYNAMICS FOR NONLINEAR NONPLANAR MOTION OF A CANTILEVER BEAM (Q5474383) (← links)
- On the detection of nonlinear normal mode-related isolated branches of periodic solutions for high-dimensional nonlinear mechanical systems with frictionless contact interfaces (Q6185186) (← links)
