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1.T.F.Li,G.R.Li,Y.M.Liang,T.Y.Cheng,J.Dai,X.X.Yang,B.Y.Liu,Z.D.Zeng,Z.L.Huang,Y.W.Luo,T.Xei,W.Yang,Fast-moving soft electronic fish,Science Advances,2017,3(4):e1602045.
2.X.L.Jin,Y.Wang,M.Z.Q.Chen,Z.L.Huang,Response analysis of dielectric elastomer spherical membrane to harmonic voltage and random pressure,Smart Materials and Structures,2017,26(3):035063.
3.X.L.Jin,Z.L.Huang,Random response of dielectric elastomer balloon to electrical or mechanical perturbation.Journal of Intelligent Material Systems and Structures,2017,28(2):195-203.
4.X.L.Jin,M.Z.Q.Chen,Z.L.Huang,Minimization of the beam response using inerter-based passive vibration control configurations,International Journal of Mechanical Sciences,2016,119:80-87.
5.Y.Wang,X.L.Luan,X.L.Jin,Z.L.Huang,Random response evaluation of mono-stable and bi-stable Duffing systems with Dahl friction,Archive of Applied Mechanics,2016,86(11):1827-1840.
6.S.L.Wang,X.L.Jin,Y.Wang,Z.L.Huang,Analytical Evaluation of First Passage Failure for Nonlinear Ship Rolling Excited by Random Wave,Journal of Vibration Engineering and Technologies,2016,4(4):291-299.
7.Z.L.Huang,X.L.Jin,R.H.Huan,W.Q.Zhu,Typical dielectric elastomer structures:dynamics and application in structural vibration control,Journal of Zhejiang University-Science A,2016,17(5):335-352.
8.S.Wang,Y.Wang,Z.L.Huang,T.X.Yu,Dynamic behavior of elastic bars and beams impinging on ideal springs,ASME Journal of Applied Mechanics,2016,83(3):031002.
9.Y.Wang,X.L.Jin,Z.L.Huang,Non-linear stochastic optimal control of acceleration parametrically excited systems,International Journal of Systems Science,2016,47(3):561-571.
10.M.Xu,X.L.Jin,Y.Wang,Z.L.Huang,Optimal bounded control for maximizing reliability of Duhem hysteretic systems,Applied Mathematics and Mechanics-English Edition,2015.10,36(10):1337-1346.
11.X.L.Jin,Y.Wang,Z.L.Huang,Analysis and control for transient responses of seismic-excited hysteretic structures,Soil Dynamics and Earthquake Engineering,2015,73:58-65.
12.S.L.Wang,X.L.Jin,Z.L.Huang,G.Q.Cai,Break-out of dynamic balance of nonlinear ecosystems using first passage failure theory,Nonlinear Dynamics,2015,80(3):1403-1411.
13.X.L.Jin,Y.Wang,M.Xu,Z.L.Huang,Semi-analytical solution of random response for nonlinear vibration energy harvesters,Journal of Sound and Vibration,2015,340:267-282.
14.Q.Ling,X.L.Jin,Y.Wang,Z.L.Huang,Stochastic stabilization of quasi-generalized Hamiltonian systems,Journal of Vibration and Control,2015,21(1):47-59
15.S.L.Wang,X.L.Jin,Y.Wang,Z.L.Huang,Reliability evaluation and control for wideband noise-excited viscoelastic systems,Mechanics Research Communications,2014,62:57-65.
16.M.Xu,Y.Wang,X.L.Jin,Z.L.Huang,First-passage failure of Preisach hysteretic systems,Acta Mechanica Solida Sinica,2014,27(5):477-485.
17.M.Xu,X.L.Jin,Y.Wang,Z.L.Huang,Stochastic averaging for nonlinear vibration energy harvesting system,Nonlinear Dynamics,2014,78(2):1451-1459.
18.X.L.Jin,Y.Wang,Z.L.Huang,M.Di Paola,Constructing transient response probability density of nonlinear system through complex fractional moments,International Journal of Non-Linear Mechanics,2014,65:253-259.
19.Y.P.Tian,Y.Wang,X.L.Jin,Z.L.Huang,Optimal load resistance of randomly excited nonlinear electromagnetic energy harvester with Coulomb friction,Smart Materials and Structures,2014,23(9):095001.
20.Y.Wang,X.L.Jin,Z.L.Huang,Stochastic averaging for quasi-integrable Hamiltonian systems with variable mass,ASME Journal of Applied Mechanics,2014,81:051003.
21.M.Xu,Y.Wang,X.L.Jin,Z.L.Huang,Random vibration with inelastic impact:equivalent non-linearization technique,Journal of Sound and Vibration,2014,333:189-199.
22.M.Xu,Y.Wang,X.L.Jin,Z.L.Huang,T.X.Yu,Incorporating dissipated impact into random vibration analyses through modified Hertzian contact model,ASCE Journal of Engineering Mechanics,2013,139:1736-1743.
23.Q.Ling,X.L.Jin,Y.Wang,H.F.Li,Z.L.Huang,Lyapunov function construction for nonlinear stochastic dynamical systems,Nonlinear Dynamics,2013,72:853-864.
24.M.Xu,Y.Wang,X.L.Jin,Z.L.Huang,T.X.Yu,Random response of vibro-impact systems with inelastic contact,International Journal of Non-Linear Mechanics,2013,52:26-31.
25.Z.Q.Zhu,X.L.Jin,S.D.Hu,Z.L.Huang,The approximate response of real order nonlinear oscillator using Homotopy analysis method,Advances in Vibration Engineering,2013.4,12(2):123-134.
26.M.Xu,X.L.Jin,Z.L.Huang,First-passage failure of Duhem hysteretic systems,Acta Mechanica,2012,223(9):1959-1970.
27.T.Jin,X.L.Jin,Y.Wang,Z.L.Huang,Transient Probability Density of Nonlinear Multi-Degree-of-Freedom System with Time Delay,Mechanics research communications,2012,44:15-23.
28.Z.Yan,X.L.Jin,Z.L.Huang,The local stochastic stability of complex networks under pinning control,International Journal of Bifurcation&Chaos,2012,22(5):1250113.
29.Z.Q.Zhu,X.L.Jin,Z.L.Huang,Search for directed networks by different random walk strategies,Chinese Physics Letters,2012,29(3):038901.
30.X.L.Jin,Z.L.Huang,A.Y.T Leung,Nonstationary seismic responses of structure with nonlinear stiffness subject to modulated Kanai–Tajimi excitation,Earthquake Engineering&Structural Dynamics,2012,41(2):197-210.
31.X.L.Jin,Z.L.Huang,G.R.Chen,A.Y.T Leung,Response of energy envelop in complex oscillator networks to external stochastic excitations,Journal of Physics A-Mathematical and Theoretical,2010,43(27):275101.
32.X.L.Jin,Z.L.Huang*,A.Y.T Leung,Nonstationary probability densities of system response of strongly nonlinear single-degree-of-freedom system subject to modulated white noise excitation,Applied Mathematics and Mechanics-English Edition,2011,32(11):1389-1398.
33.S.X.Qu,H.F.Zhou,Z.L.Huang,Shear band initiation induced by slip-twin boundary interactions,Scripta Materialia,2011,65:715-718.
34.Q.Ling,X.L.Jin,Z.L.Huang,Response and stability of SDOF viscoelastic system under wide-band noise excitations,Journal of The Franklin Institute-Engineering and Applied Mathematics,2011,348(8):2026-2043.
35.M.Xu,X.L.Jin,Z.L.Huang,First-passage failure of MDOF nonlinear oscillator,Science China-Technological Sciences,2011.8,54(8):1999-2006.
36.S.X.Qu,G.M.Wang,H.F.Zhou,Z.L.Huang,Can nanoscale twin boundaries serve as dislocation sources in single crystals?,Computational Material Science,2011,50:1567-1570.
37.X.L.Jin,Z.L.Huang,Nonstationary probability densities of strongly nonlinear single-degree-of-freedom oscillators with time delay,Nonlinear Dynamics,2010,59:195-206.
38.Z.L.Huang,X.L.Jin,C.W.Lim,Y.Wang,Statistical analysis for stochastic systems including fractional derivatives,Nonlinear Dynamics,2010,59:339-349.
39.Z.L.Huang,Z.Yan,X.L.Jin,G.R.Chen,On the local stochastic stability of nonlinear complex networks,International Journal of Bifurcation&Chaos,2010,20(1):177-184.
40.Q.Ling,X.L.Jin,Z.L.Huang,Stochastic stability of quasi-integrable Hamiltonian systems with time delay by using Lyapunov function method,Science China-Technological Sciences,2010,53(3):703-712.
41.Z.L.Huang,X.L.Jin,Exact stationary solutions independent of energy for strongly nonlinear stochastic systems of multiple degrees of freedom,Science in China Series E:Technological Sciences,2009,52(8):2424-2431.
42.Z.L.Huang,X.L.Jin,Response and stability of SDOF strongly nonlinear stochastic system with light fractional derivative damping,Journal of Sound and Vibration,2009,319:1121-1135
43.Z.L.Huang,Z.Q.Zhu,X.L.Jin,First passage time of an inverted pendulum subjected to combination of high frequency harmonic and stochastic excitations,Probabilistic Engineering Mechanics,2009,24:128-134.
44.Z.L.Huang,W.Q.Zhu,stochastic averaging of quasi generalized Hamiltonian systems,International Journal of Nonlinear Mechanics,2009,44(1):71-80.
45.Z.L.Huang,Z.Yan,G.R.Chen,Acceleration phenomenon in the synchronization of diffusively coupled oscillators,Journal of Physics A-Mathematical and Theoretical,2009,42(11):115102
46.Z.L.Huang,X.L.Jin,W.Q.Zhu,Lyapunov functions for quasi-Hamiltonian systems,Probabilistic Engineering Mechanics,2009,24(3):374-381.
47.T.Jin,X.L.Jin,G.R.Chen,Z.L.Huang,Karhunen-Loève decomposition approach to analyzing complex network synchronization,Journal of Physics A-Mathematical and Theoretical,2009,42(32):325101.
48.Z.L.Huang,X.L Jin,J.Y.Li,Construction of the stationary probability density for a family of SDOF strongly non-linear stochastic second-order dynamical systems,International Journal of Non-Linear Mechanics,2008,43(7):563-568.
49.Z.L.Huang,X.L Jin,Z.Q.Zhu,Stability analysis of an inverted pendulum subjected to combined high frequency harmonics and stochastic excitations,Chinese Physics Letters,2008,25(9):3099-3102.
50.Z.L.Huang,W.Q.Zhu,Averaging method of quasi-integrable Hamiltonian systems.Journal of Sound and Vibration,2005,284,325-341.
51.W.Q Zhu,Z.L.Huang,Stochastic Stabilization of quasi non-integrable Hamiltonian systems.International Journal of Non-linear Mechanics,2004,39:879-895.
52.W.Q.Zhu,Z.L.Huang,J.M.Ko,Y.Q.Ni,Optimal feedback control of strongly nonlinear systems excited by bounded noise.Journal of Sound and Vibration,2004,274:701-724.
53.Z.L.Huang,Z.H.Liu,W.Q.Zhu,Stationary response of multi-degree-of-freedom vibro-impact systems under white noise excitations.Journal of Sound and Vibration,2004,275:223-240.
54.Z.L.Huang,W.Q.Zhu,Stochastic averaging of quasi-integrable Hamiltonian Systems under combined harmonic and white noise excitations.International Journal of Nonlinear Mechanics,2004,39:1421-1434.
55.Z.L.Huang W.Q.Zhu,Stochastic averaging of quasi-integrable Hamiltonian systems under bounded noise excitations.Probabilistic Engineering Mechanics.2004,19:219-228.
56.Z.L.Huang,W.Q.Zhu,A new approach to almost sure asymptotic stability of stochastic systems of high dimension.International Journal of Non-Linear Mechanics,2003,38(2):239-247.
57.W.Q.Zhu,Z.L.Huang,M.L.Deng,First-passage failure and its feedback minimization of quasi-partially integrable Hamiltonian systems.International Journal of Nonlinear Mechanics,2003,38(8):1133-1148.
58.W.Q.Zhu,Z.L.Huang,Feedback stabilization of quasi-integrable Hamiltonian system,ASME Journal of Applied Mechanics,2003,70(1):129-136.
59.W.Q.Zhu,Z.L.Huang,Stochastic Stabilization of quasi-partially Integrable Hamiltionian Systems by using Lyapunov exponent.Nonlinear Dynamics,2003,33:209-224.
60.W.Q.Zhu,M.L.Deng,Z.L.Huang,Optimal bounded control of first-passage failure of quasi-integrable Hamiltonian Systems with wide-band random excitation.Nonlinear Dynamics,2003,33:189-207.
61.W.Q.Zhu,Z.L.Huang,M.L.Deng,Feedback minimization of first-passage failure of quasi-non-integrable-Hamiltonian systems.International Journal of Non-Linear Mechanics.2002,37:1057-1071.
62.Z.L.Huang,W.Q.Zhu,Y.Q.Ni,J.M.Ko,Stochastic averaging of strongly nonlinear oscillators under bounded noise excitation,Journal of Sound and Vibration,2002,254(2):245-267.
63.W.Q.Zhu,Z.L.Huang,Y.Suzuki,Stochastic averaging and Lyapunov exponent of quasi partially integrable Hamiltonian systems,International Journal of Non-Linear Mechanics,2002,37(3):419-437.
64.W.Q.Zhu,M.L.Deng,Z.L.Huang,First passage failure of quasi-integrable Hamiltonian systems,ASME Journal of Applied Mechanics,2002,69(3):274-282.
65.W.Q.Zhu,Z.L.Huang,Exact stationary solutions of stochastically excited and dissipated partially integrable Hamiltonian systems.International Journal of Non-Linear Mechanics.2001,36(1):39-48.
66.W.Q.Zhu,Z.L.Huang,Y.Suzuki,Equivalent non-linear systems method for stochastically excited and dissipated partially integrable Hamiltonian systems.International Journal of Non-Linear Mechanics.2001,36(5):773-786.
67.W.Y.Liu,W.Q.Zhu,Z.L.Haung,Effect of bounded noise on Chaostic motion of Duffing oscillators under parametric excitations.Chaos Soliton and Fractals,2001,12(3):527-537.
68.W.Q.Zhu,Z.L.Huang,Y.Suzuki,Response and stability of strongly non-linear oscillators under wide-band random excitation.International Journal of Non-Linear Mechanics.2001,36(8):1235-1250.
69.Z.L.Huang,W.Q.Zhu,Lyapunov Exponent and almost sure asymptotic stability of quasi-linear gyroscopic systems,International Journal of Non-Linear Mechanics.2000,35:645-655.
70.W.Q.Zhu,Z.L.Huang,Discussion on stochastic stability of quasi-nonintegrable-Hamiltonian systems.Journal of Sound and Vibration.2000,229(3):738-739.
71.Z.L.Huang,W.Q.Zhu,Exact stationary solutions of stochastically and harmonically excited and dissipated integrable Hamiltonian systems.Journal of Sound and Vibration.2000,230(3):709-720.
72.Z.L.Huang,W.Q.Zhu,Y.Suzuki,Stochastic averaging of strongly non-linear oscillators under combined harmonic and white noise excitations.Journal of Sound and Vibration,2000,238(2):233-256.
73.W.Q.Zhu,Z.L.Huang,Lyapunov exponents and stochastic stability of quasi-integrable-Hamiltonian systems,ASME Journal of Applied Mechanics,1999,66:211-217.
74.W.Q.Zhu,Z.L.Huang,Stochastic Hopf Bifurcation of Quasi-Nonintegrable-Hamiltonian Systems,International Journal of Non-Linear Mechanics.1999,34:437-447.
75.W.Q.Zhu,Z.L.Huang,Stochastic stability of quasi-nonintegrable-Hamiltonian systems,Journal of Sound and Vibration,1998,218(5):769-789.
76.Z.L.Huang,W.Q.Zhu,Exact stationary solutions of averaged equations of stochastically and harmonically excited MDOF quasi-linear systems with internal and/or external resonances,Journal of Sound and Vibration,1997,204(2):249-258.
77.W.Q.Zhu,Z.L.Huang,Y.Q.Yang,Stochastic averaging of quasi-integrable Hamiltonian systems,ASME Journal of Applied Mechanics,1997,64(4):975-984.
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