Pages that link to "Item:Q4346632"

The following pages link to THE SLOW INVARIANT MANIFOLD OF A CONSERVATIVE PENDULUM-OSCILLATOR SYSTEM (Q4346632):

Displaying 9 items.

• Inariant manifolds and chaotic vibrations in singularly perturbed nonlinear oscillators (Q531968) (← links)
• An invariant manifold approach for studying waves in a one-dimensional array of nonlinear oscillators (Q1369515) (← links)
• Slow and fast invariant manifolds, and normal modes in a two degree-of-freedom structural dynamical system with multiple equilibrium states (Q1372513) (← links)
• Exact model reduction by a slow-fast decomposition of nonlinear mechanical systems (Q1749879) (← links)
• The role of slow system dynamics in predicting the degeneracy of slow invariant manifolds: the case of vdP relaxation-oscillations (Q1948100) (← links)
• A theorem on the bifurcations of the slow invariant manifold of a system of two linear oscillators coupled to a \(k\)-order nonlinear oscillator (Q2833746) (← links)
• On loss of stability of slow motions in stiff oscillatory systems (Q2954580) (← links)
• Partially controlling transient chaos in the Lorenz equations (Q4644916) (← links)
• PARAMETRIZATION OF INVARIANT MANIFOLDS OF SLOW MOTIONS (Q5204939) (← links)