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Duffing equation
Nonlinear Dynamics of Duffing System with Fractional Order Damping
A New Complex Duffing Oscillator Used in Complex Signal Detection
Complexity, Chaos, and the Duffing-Oscillator Model
Instructional Experiments on Nonlinear Dynamics & Chaos (And
Chapter 8 Nonlinear Systems
An Experimental Approach to Nonlinear Dynamics and Chaos Is a Textb O Ok and A
Weak Signal Detection Research Based on Duffing Oscillator Used
3 the Van Der Pol Oscillator 19 3.1Themethodofaveraging
Duffing-Type Oscillator Under Harmonic Excitation with a Variable Value Of
Copyright © 1990, by the Author(S). All Rights Reserved
Introduction to Hamiltonian Dynamical Systems and the N-Body Problem
Hmath011-Endmatter.Pdf
Reconstructing the Transient, Dissipative Dynamics of a Bistable Duffing Oscillator with an Enhanced Averaging Method and Jacobian Elliptic Functions
3 Nonlinear Systems
Disclosing the Complexity of Nonlinear Ship Rolling and Duffing
Appendix a the Mathematics of Discontinuity
A Fractional Duffing's Equation Com Puting the Lyapunov Exponents and the Dimension of the Strange Attractor in the Effective Phase Space of the System
A Mechanical Duffing Oscillator for the Undergraduate Laboratory
Top View
Driven Nonlinear Oscillators
A Qualitative Study of the Damped Duffing Equation and Applications
Monte Carlo Optimization Search for Synchronization of Coupled Systems
A Study of Duffing's Equation
Some Dynamical Properties of the Duffing Equation
On Universal Scenarios of Chaos Appearance in Three-Dimensional
A Mechanical Duffing Oscillator for the Undergraduate Laboratory
Constrained Attractor Selection Using Deep Reinforcement Learning
1 Introduction 2 the Non-Chaotic Duffing Equation
Periodic Solutions of High Accuracy to the Forced Duffing Equation: Perturbation Series in the Forcing Amplitude
Arxiv:1901.07442V1 [Cond-Mat.Stat-Mech] 22 Jan 2019
Chaos in Electric Drive Systems
The Lindstedt–Poincar´E Technique As an Algorithm for Computing Periodic Orbits∗
Generation of Fractals As Duffing Equation Orbits
Mp-Avt-147-34
Unknown Weak Signal Detection Based on Duffing Oscillator
Homework 6 Solutions PS232 1. Consider the Following Unusual
Introduction to Hamiltonian Dynamical Systems and the N-Body Problem
Chaos and Relativistic Energy-Momentum of the Nonlinear Time Fractional Duffing Equation
Investigation of Elastic Pendulum Oscillations by Simulation Technique
Undamped Duffing Equation
1 Introduction
Introduction to Hamiltonian Dynamical Systems and the N-Body Problem
Predictive Algorithm for Duffing Demodulation System by Kalman
Analysis of a Duffing Oscillator That Exhibits Hysteresis with Varying Excitation Frequency and Amplitude
Duffing Oscillator, Nonlinear Differential Equation, Taylor Expansion
Ordinary Differential Equations
Study of the Nonlinear Duffing Equation Expanded by the Shock-Term to Mitigate Chaotic Components in Its Solutions
The Road to Chaos( 4. Random Phenomena Resulting from Title Nonlinearity: in the System Described by Duffing's Equation )
Construction of Chaotic Regions for Duffing's Equation with a Quadratic Term