Skip navigation
HKU Login
Guest Login
Home
Publications
Researchers
Staff
Research Postgraduates
Organizations
Grants
Datasets
Deposit Data
HKUL Research Data Management
Theses
Patents
Community Service
Browsing "Department of Civil Engineering" by Author chen, sh
Jump to:
0-9
A
B
C
D
E
F
G
H
I
J
K
L
M
N
O
P
Q
R
S
T
U
V
W
X
Y
Z
中
or enter first few letters:
Showing results 1 to 19 of 19
Title
Author(s)
Issue Date
A perturbation-incremental method for the calculation of semi-stable limit cycles of strongly non-linear oscillators
Journal:
Communications in Numerical Methods in Engineering
Chen, SH
Chan, JKW
Leung, AYT
2000
Application of the incremental harmonic balance method to cubic non-linearity systems
Journal:
Journal of Sound and Vibration
Cheung, YK
Chen, SH
Lau, SL
1990
An Elliptic Lindstedt-Poincaré Method for Certain Strongly Non-Linear Oscillators
Journal:
Nonlinear Dynamics
Chen, SH
Cheung, YK
1997
An elliptic perturbation method for certain strongly non-linear oscillators
Journal:
Journal of Sound and Vibration
Chen, SH
Cheung, YK
1996
An elliptic perturbation method for the study of limit cycles
Proceeding/Conference:
Proceedings of the International Conference on Structural Dynamics , Vibration, Noise and Control, Hong Kong, December 5-7, 1995,
Chen, SH
Cheung, YK
1995
A modified Lindstedt-Poincare method for a strongly non-linear two degree-of-freedom system
Journal:
Journal of Sound and Vibration
Chen, SH
Cheung, YK
1996
A modified Lindstedt-Poincaré method for a strongly nonlinear system with quadratic and cubic nonlinearities
Journal:
Shock and Vibration
Chen, SH
Cheung, YK
1996
A modified Lindstedt-Poincaré method for certain strongly non-linear oscillators
Journal:
International Journal of Non-Linear Mechanics
Cheung, YK
Chen, SH
Lau, SL
1991
Nonlinear analysis of forced responses of an axially moving beam by incremental harmonic balance method
Journal:
Mechanics of Advanced Materials and Structures
Huang, JL
Chen, SH
Su, RKL
Lee, YY
2011
Nonlinear analysis of forced responses of an axially moving beam by incremental harmonic balance method
Proceeding/Conference:
AIP Conference Proceedings
Huang, JL
Chen, SH
Su, RKL
Lee, YY
2010
Nonlinear vibration of a curved beam under uniform base harmonic excitation with quadratic and cubic nonlinearities
Journal:
Journal of Sound and Vibration
Huang, JL
Su, RKL
Lee, YY
Chen, SH
2011
Nonlinear vibration of plane structures by finite element and incremental harmonic balance method
Journal:
Nonlinear Dynamics
Chen, SH
Cheung, YK
Xing, HX
2001
On perturbation procedure for limit cycle analysis
Journal:
International Journal of Non-Linear Mechanics
Chen, SH
Cheung, YK
Lau, SL
1991
On the internal resonance of multi-degree-of-freedom systems with cubic non-linearity
Journal:
Journal of Sound and Vibration
Chen, SH
Cheung, YK
Lau, SL
1989
Periodic solutions of strongly quadratic non-linear oscillators by the elliptic Lindstedt-Poincaré method
Journal:
Journal of Sound and Vibration
Chen, SH
Yang, XM
Cheung, YK
1999
Periodic solutions of strongly quadratic non-linear oscillators by the elliptic perturbation method
Journal:
Journal of Sound and Vibration
Chen, SH
Yang, XM
Cheung, YK
1998
Precise Hsu's method for analyzing the stability of periodic solutions of multi-degrees-of-freedom systems with cubic nonlinearity
Journal:
Computers and Structures
Huang, JL
Su, RKL
Chen, SH
2009
Stability and bifurcation of an axially moving beam tuned to three-to-one internal resonances
Journal:
Journal of Sound and Vibration
Huang, JL
Su, RKL
Li, WH
Chen, SH
2011
Various Bifurcation Phenomena in a Nonlinear Curved Beam Subjected to Base Harmonic Excitation
Journal:
International Journal of Bifurcation and Chaos
Huang, JL
Su, KL
Lee, RYY
Chen, SH
2018