Probabilistic analysis of random nonlinear oscillators subject to small perturbations via probability density functions: theory and computing | SpringerLink
Duffing-type oscillator under harmonic excitation with a variable value of excitation amplitude and time-dependent external disturbances | Scientific Reports
Evolutionary-Based Sparse Regression for the Experimental Identification of Duffing Oscillator
Robust identification of harmonic oscillator parameters using the adjoint Fokker–Planck equation | Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences
Effect of nonlinearity on the frequency-response curves of the Duffing... | Download Scientific Diagram
Stochastic response analysis for nonlinear vibration systems with adjustable stiffness property under random excitation | PLOS ONE
Frequency stabilization and noise-induced spectral narrowing in resonators with zero dispersion | Nature Communications
Vibrational resonances in driven oscillators with position-dependent mass | Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences
Capture of high energy orbit of Duffing oscillator with time-varying parameters: Chaos: An Interdisciplinary Journal of Nonlinear Science: Vol 30, No 2
A Novel Weak Signal Detection Method of Electromagnetic LWD Based on a Duffing Oscillator
An efficient approach for predicting the nonlinear vibrations of a beam system subjected to multipoint correlated random excitation - ScienceDirect
Duffing equation - Wikipedia
Chaos transition of the generalized fractional duffing oscillator with a generalized time delayed position feedback | SpringerLink
Computation | Free Full-Text | Application of Orthogonal Functions to Equivalent Linearization Method for MDOF Duffing–Van der Pol Systems under Nonstationary Random Excitations
Stochastic response analysis for nonlinear vibration systems with adjustable stiffness property under random excitation | PLOS ONE
Effects of Random Excitations on the Dynamical Response of Duffing Systems | SpringerLink
An efficient approach for predicting the nonlinear vibrations of a beam system subjected to multipoint correlated random excitation - ScienceDirect
Computation | Free Full-Text | Application of Orthogonal Functions to Equivalent Linearization Method for MDOF Duffing–Van der Pol Systems under Nonstationary Random Excitations
Duffing-type oscillator under harmonic excitation with a variable value of excitation amplitude and time-dependent external disturbances | Scientific Reports
Study on the application of dimensionality reduction method on reliability and reliability sensitivity analysis of random vibration systems - Haochuan Li, Zhili Sun, Ming Yan, Jian Wang, Juan He, 2015
Volterra methods for constructing structural dynamic observables for nonlinear systems: An extended calculation
First-passage PDF for a Duffing oscillator under white noise excitation... | Download Scientific Diagram
Actuators | Free Full-Text | Using the Nonlinear Duffing Effect of Piezoelectric Micro-Oscillators for Wide-Range Pressure Sensing
Random vibration of SDOF vibro-impact oscillators with restitution factor related to velocity under wide-band noise excitations - ScienceDirect
Stochastic response analysis for nonlinear vibration systems with adjustable stiffness property under random excitation | PLOS ONE
