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Guang-Qing Feng

Observed names: GUANG-QING FENG, Guang-qing Feng, GuangQing Feng, Guangqing Feng
ORCID: 0000-0001-7851-1458
Observed ORCID: 0000-0001-7851-1458
OpenAlex ID: A5089585492
He’s frequency formula to fractal undamped Duffing equation
2021 · Guang-Qing Feng · Journal of low frequency noise, vibration and active control · 79
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An analytical solution of the fractal toda oscillator
2023 · Guang-qing Feng, Jing-yan Niu · Results in Physics · 21
A Circular Sector Vibration System in a Porous Medium
2025 · Guangqing Feng · Facta Universitatis Series Mechanical Engineering · 18
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A simple frequency formulation for fractal–fractional non-linear oscillators: A promising tool and its future challenge
2023 · Jing-Yan Niu, Guang-Qing Feng, et al. · Frontiers in Physics · 16
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He’s frequency formulation for nonlinear vibration of a porous foundation with fractal derivative
2021 · Guang-Qing Feng, Jing-Yan Niu · GEM - International Journal on Geomathematics · 16
Bifurcation and chaos in discrete-time BVP oscillator
2009 · Jinliang Wang, Guangqing Feng · International Journal of Non-Linear Mechanics · 15
Fractal Pull-in Motion of Electrostatic Mems Resonators by the Variational Iteration Method
2023 · GUANG-QING FENG, LI ZHANG, et al. · Fractals · 14
The analysis for the dynamic pull-in of a micro-electromechanical system
2022 · Guang-Qing Feng, Jing-Yan Niu · Journal of low frequency noise, vibration and active control · 11
A mini-review on ancient mathematics’ modern applications with an emphasis on the old Babylonian mathematics for MEMS systems
2024 · Jing-Yan Niu, Guang-Qing Feng · Frontiers in Physics · 9
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Chemical reaction and radiation on boundary-layer flow of electrically conduction micropolar fluid through a porous shrinking sheet
2022 · Muhammad Nadeem, Guang-Qing Feng, et al. · Thermal Science · 9
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A short review on approximate analytical methods for non-linear problems
2022 · Yi Tian, Guang-Qing Feng · Thermal Science · 9
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Dynamic pull-down theory for the Toda oscillator
2023 · Guang-Qing Feng · International Journal of Modern Physics B · 6
Higher-Order Homotopy Perturbation Method for the Fractal Rotational Pendulum Oscillator
2023 · Guang-qing Feng · Journal of Vibration Engineering & Technologies · 4
Variational principle for an incompressible flow
2023 · Yue Wu, Guang-Qing Feng · Thermal Science · 3
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Multi-scale Fourier PINNs for fractal nonlinear oscillators and MEMS fractal pull-in
2026 · GuangQing Feng · Physics Letters A · 1
Dynamic analysis of coupling continuous and fractal space nonlinear vibrations in duffing system
2025 · Guang-Qing Feng · Physics Letters A · 1
Non-perturbative Analysis of Primary Resonance and Chaos in Fractal Mems Photoacoustic Transducers
2026 · GUANG-QING FENG, CHUN-HUI HE · Fractals
A new numerical technique to seek properties of the nonlinear oscillators
2025 · Jing-Yan Niu, Guang-Qing Feng · Journal of low frequency noise, vibration and active control
Works count: 18
Citation count: 232
H-index: 9
I10-index: 8
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