关注
Fan Kong
Fan Kong
Professor
在 hfut.edu.cn 的电子邮件经过验证 - 首页
标题
引用次数
引用次数
年份
A stochastic harmonic function representation for non-stationary stochastic processes
J Chen, F Kong, Y Peng
Mechanical Systems and Signal Processing 96, 31-44, 2017
912017
Study on a 3D pounding pendulum TMD for mitigating bi-directional vibration of offshore wind turbines
V Jahangiri, C Sun, F Kong
Engineering Structures 241, 112383, 2021
592021
Adaptive scaled unscented transformation for highly efficient structural reliability analysis by maximum entropy method
J Xu, F Kong
Structural Safety 76, 123-134, 2019
592019
A cubature collocation based sparse polynomial chaos expansion for efficient structural reliability analysis
J Xu, F Kong
Structural Safety 74, 24-31, 2018
592018
Efficient reliability analysis of structures with the rotational quasi-symmetric point-and the maximum entropy methods
J Xu, C Dang, F Kong
Mechanical Systems and Signal Processing 95, 58-76, 2017
482017
Harmonic wavelets based excitation–response relationships for linear systems: A critical perspective
PD Spanos, F Kong, J Li, IA Kougioumtzoglou
Probabilistic Engineering Mechanics 44, 163-173, 2016
482016
Formulation of statistical linearization for MDOF systems subject to combined periodic and stochastic excitations
PD Spanos, Y Zhang, F Kong
Journal of Applied Mechanics 86 (10), 101003, 2019
372019
A new unequal-weighted sampling method for efficient reliability analysis
J Xu, F Kong
Reliability Engineering & System Safety 172, 94-102, 2018
352018
Response evolutionary power spectrum determination of chain-like MDOF non-linear structural systems via harmonic wavelets
F Kong, PD Spanos, J Li, IA Kougioumtzoglou
International Journal of Non-Linear Mechanics 66, 3-17, 2014
352014
Nonlinear system response evolutionary power spectral density determination via a harmonic wavelets based galerkin technique
F Kong, IA Kougioumtzoglou, P Spanos, S Li
International Journal for Multiscale Computational Engineering 14 (3), 2016
262016
An adaptive cubature formula for efficient reliability assessment of nonlinear structural dynamic systems
J Xu, F Kong
Mechanical Systems and Signal Processing 104, 449-464, 2018
252018
Wavelet-Galerkin approach for power spectrum determination of nonlinear oscillators
F Kong, S Li, W Zhou
Mechanical Systems and Signal Processing 48 (1-2), 300-324, 2014
232014
Non-stationary response power spectrum determination of linear/non-linear systems endowed with fractional derivative elements via harmonic wavelet
F Kong, Y Zhang, Y Zhang
Mechanical Systems and Signal Processing 162, 108024, 2022
202022
Wavelet-expansion-based stochastic response of chain-like MDOF structures
F Kong, J Li
Journal of Sound and Vibration 359, 136-153, 2015
172015
Non-stationary approximate response of non-linear multi-degree-of-freedom systems subjected to combined periodic and stochastic excitation
F Kong, R Han, S Li, W He
Mechanical Systems and Signal Processing 166, 108420, 2022
162022
Approximate stochastic response of hysteretic system with fractional element and subjected to combined stochastic and periodic excitation
F Kong, R Han, Y Zhang
Nonlinear Dynamics 107, 375-390, 2022
162022
Response determination of nonlinear systems with singular matrices subject to combined stochastic and deterministic excitations
P Ni, VC Fragkoulis, F Kong, IP Mitseas, M Beer
ASCE-ASME Journal of Risk and Uncertainty in Engineering Systems, Part A …, 2021
162021
Stochastic response of hysteresis system under combined periodic and stochastic excitation via the statistical linearization method
F Kong, PD Spanos
Journal of Applied Mechanics 88 (5), 051008, 2021
152021
Excitation–response relationships for linear structural systems with singular parameter matrices: A periodized harmonic wavelet perspective
GD Pasparakis, IA Kougioumtzoglou, VC Fragkoulis, F Kong, M Beer
Mechanical Systems and Signal Processing 169, 108701, 2022
142022
Survival probability of nonlinear oscillators endowed with fractional derivative element and subjected to evolutionary excitation: A stochastic averaging treatment with path …
Y Zhang, S Li, F Kong
Probabilistic Engineering Mechanics 66, 103156, 2021
142021
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