This paper investigates quasi-periodic vibration-based energy harvesting in a delayed
nonlinear MEMS device consisting of a delayed Mathieu–van der Pol–Duffing type oscillator …

This paper provides an in-depth discussions and review of the non-trivial effects of non-
resonant high-frequency excitation (HFE) on nonlinear systems, emphasizing its extensive …

An incremental harmonic balance (IHB) method with two time-scales is presented and used
for calculating accurate quasi-periodic responses of a one-degree-of-freedom Van der Pol …

A model of coupled limit cycle oscillators is developed and analyzed to discover and map
out the system's locking behavior. This sixth order model is motivated by the physical …

本文针对含有自激励, 参数激励和外激励等三种激励联合作用下van der Pol-Mathieu
方程的周期响应和准周期运动进行分析, 发现其准周期运动的频谱中含有均匀边频带这一新的 …

A periodically damped van der Pol oscillator is analysed with emphasis on the formation of
sub harmonic resonance and the corresponding transition of its motion to the chaotic …

This work entails an analysis of secondary resonances in the parametrically damped van
der Pol equation, with and without external excitation. A potential application of this system …

In this paper, we study the nonlinear response of a bistable van der Pol–Mathieu–Duffing
(VMD) oscillator under the influence of two periodic excitations of widely different …

In this paper, we study quasi-periodic vibrational energy harvesting in a delayed self-excited
oscillator with a delayed electromagnetic coupling. The energy harvester system consists in …

This paper describes a comprehensive non-linear multiphysics model based on the Euler–
Bernoulli beam equation that remains valid up to large displacements in the case of …