[PDF] The Duffing Equation
Here we consider an intermediate situation where the dynamics is described by a single ordinary differential equation, called the Duffing equation The force is given by F(x) = -dV/dx = x - x3
8 The Duffing Oscillator
The Duffing oscillator is one of the prototype systems of nonlinear dynamics It first became popular for studying anharmonic oscillations and, later, chaotic
[PDF] Periodic Solutions of Duffings Equations with - CORE
the second order scalar nonlinear Duffing's equation x” + g(x) = p(t, x, x'), where T-periodic solution of equation (D), for any T-periodic forcing term PEL:,
[PDF] A new complex Duffing oscillator used in complex signal - CORE
Based on the proposed equation, we present a complex chaotic oscillator detection system of the Duffing type Such a dynamic system is sensitive to the initial
[PDF] Some Dynamical Properties of the Duffing Equation - IJERT
Keywords— Nonlinear Duffing Oscillator, Chaos, Poincare sections, Strange Attractors, Homoclinic, Bifurcation INTRODUCTION In the last decades, research
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[PDF] Bertrand et théorie des jeux