博士生导师
硕士生导师
个人信息Personal Information
学历：博士研究生毕业
办公地点：西南交通大学机械工程学院
性别：男
在职信息：在岗
毕业院校：北京科技大学
学科：动力机械及工程. 车辆工程
所在单位：机械工程学院
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（38） Chen J, Hu Y.J, Zhu Q(*) et al. A novel battery health indicator and PSO-LSSVR for LiFePO4 battery SOH estimation during constant current charging [J]. Energy, 2023, 282: 128782.
（37） Li H, Zheng W, Liu W, Zhu Q(*). Intrinsically and extrinsically anisotropic heat transport in bulk materials and nanostructures: A review[J]. International Journal of Heat and Mass Transfer, 2022, 196: 123307.
（36） Chen J, Zhang Y, Wu J, Cheng W, Zhu Q(*). SOC estimation for lithium-ion battery using the LSTM-RNN with extended input and constrained output[J]. Energy, 2023, 262: 125375. (高被引)
（35） Wu J, Chen J, Feng X, Xiang H, Zhu Q(*). State of health estimation of lithium-ion batteries using Autoencoders and Ensemble Learning[J]. Journal of Energy Storage, 2022, 55: 105708.
（34） Chen J., Zhang Y., Li W., Cheng W., Zhu Q(*). State of charge estimation for lithium-ion batteries using gated recurrent unit recurrent neural network and adaptive Kalman filter[J]. Journal of Energy Storage, 2022, 55, 105396.
（33） Solomon O O(#), Zheng W, Chen J, Zhu Q(*). State of charge estimation of Lithium-ion battery using an improved fractional-order extended Kalman filter[J]. Journal of Energy Storage, 2022, 49: 104007.
（32）Chen J(#), Feng X , Jiang L , Zhu Q(*). State of charge estimation of lithium-ion battery using denoising autoencoder and gated recurrent unit recurrent neural network[J]. Energy, 2021, 227(9):120451.
（31）Zhu Q. (#), Xu M. E, Liu W. Q. (*), Zheng M. Q. A state of charge estimation method for lithium-ion batteries based on fractional order adaptive extended kalman filter. Energy, 2019, 187: 115880
（30）Zhu Q. (#)(*), Chen J. X., Xu M. E., et al. Iterative learning based model identification and state of charge estimation of lithium-ion battery[J]. IET Power Electronics, 2019, 12(4): 852-860.
（29）Zhu Q*. A Dual Internal Model Based Repetitive Control for Linear Discrete-Time Systems, IEEE Trans. Automatic Control, 2019, 64(2): 812-819..
（28）Zhu Q. (#), Song F. (*), Xu J.-X. (*), Liu Y., An Internal Model Based Iterative Learning Control for Wafer Scanner Systems. IEEE/ASME Trans. Mechatron., 24(5): 2073–2084, 2019.
（27）Liu, W., Qin, G., Zhu, Q.*, Hu, G. Self-adaptive memory foam switches for piezoelectric synchronous harvesting circuits. Smart Mater. Struct., 27:117003, 2018.
（26）Liu, W., Qin, G., Zhu, Q.*, Hu, G. Synchronous extraction circuit with self-adaptive peak-detection mechanical switches design for piezoelectric energy harvesting. Applied Energy, 230(4), 1292–1303,2018.
（25）Zhu Q., Ding J.J., Yang M.L*. LQG Control Based Lateral Active Secondary and Primary Suspensions of High-Speed Train for Ride Quality and Hunting Stability. IET Control Theory & Applications, 12(10): 1497-1504, 2018.
（24）Zhu Q., Li L.*, Chen C.-J., Liu C.-Z., Hu G.-D. Low-Cost Lateral Active Suspension System of High-Speed Train for Ride Quality Based on Resonant Control Method, IEEE Trans. Industrial Electronics, 65(5): 4187-4196, 2018.
（23）Zhu Q.*, Xu J.-X. A Dual Internal Model Based Iterative Learning Control Scheme for Linear Discrete-Time Systems with Iteration-Varying Reference. IET Control Theory & Applications, IET Control Theory & Applications, 12(1): 129-139, 2018.
（22）Zhu Q., Li L.*, Hu X.-S.*, Xiong N., et al. H-infinity based nonlinear observer design for state of charge estimation of Lithium-ion battery with polynomial parameters. IEEE Trans. Vehicular Technology, 66(12): 10853-10865, 2017.
（21） Zhu Q., Xiong N., Yang M. L., et al. State of Charge Estimation for Lithium-Ion Battery Based on Nonlinear Observer: An H∞ method. Energies, 10(5): 679, 2017.
（20）Liu C. Z., Zhu Q., Li L., et al. A state of charge estimation method based on H∞ observer for switched systems of lithium-ion nickel-manganese-cobalt batteries. IEEE Trans. Industrial Electronics, DOI: 10.1109/TIE.2017.2701766.
（19）Zhu Q., Xu J. X., Huang D.*, Hu G. D. Iterative Learning Control for Linear Discrete-Time Systems with Unknown High-Order Internal Models: A Time-Frequency Analysis Approach. Asian Journal of Control, DOI:10.1002/asjc.1552.
（18）Zhu Q., Yue J. Z., Liu W. Q.*, et al. Active vibration control for piezoelectricity cantilever beam: an adaptive feedforward control method. Smart Mater. Struct., 26: 047003, 2017.
（17） Zhu Q.*, Xu J. X., Huang D. , Hu G. D. Iterative Learning Control Design for Linear Discrete-Time Systems with Multiple High-Order Internal Models. Automatica, 62(11): 65–76, 2015.
（16） Zhu Q. *, Hu G. D., Liu W. Q. Iterative learning control design method for linear discrete-time uncertain systems with iteratively periodic factors. IET Control Theory & Applications, 9(15): 2305-2311, 2015.
（15）Zhu Q.*, Xu J. X., Yang S. P., Hu G. D. Adaptive backstepping repetitive learning control design for nonlinear discrete-time systems with periodic uncertainties. International Journal of Adaptive Control and Signal Processing,29(4): 524-535, 2015.
（14）Zhu Q.*, Lv C. L., Yin Y. X., Cheng X. Z. Burden distribution calculation of bell-less top of blast furnace based on multi-radar data. Journal of Iron and Steel Research, International. 20(6): 33-37, 2013.
（13）Zhu Q.*, Hu G. D., Yin Y. X. Estimating the stability domain of spacecraft attitude with delayed feedback. IET Control Theory & Applications, 6(13): 2076-2082, 2012.
（12）Zhu Q.*, Hu G. D., Yin Y. X. Lyapunov-type theorem of general 2-D nonlinear parameter-varying FM second model. IEEE Trans. Circuits Syst. II, 59(7): 453-457, 2012.
（11）Zhu Q.*, Hu G. D. Stability and absolute stability of general 2-D nonlinear FM second model. IET Control Theory & Application, 5(1): 239-246, 2011.
（10）Zhu Q.*, Hu G. D., Zeng L. Estimating the spectral radius of a real matrix by discrete Lyapunov equation. Journal of Difference Equations and Applications, 17(4): 603-611, 2011.
（9）Zhu Q.*, Xiao A. G. Parallel two-step row-methods for stiff delay differential equations. Applied Numerical Mathematics, 59(8): 1768-1778, 2009.
（8）Guan W., Zhu Q.*, Wang X. D., Liu X. H. Iterative Learning Control Design and Application for Linear Continuous Systems with Variable Initial States Based on 2-D System Theory. Mathematical Problems in Engineering, 2014, doi:10.1155/2014/970841
（7）Hu G. D.*, Zhu Q. Bounds of modulus of eigenvalues based on stein equation. Kybernetika, 46(4): 655-664, 2010. (SCI: 000284562000005)
（6）Zhu Q.*, Cui J. R., Hu G. D. Mean-square exponential input-to-state stability of numerical solutions for stochastic control systems. 自动化学报, 39(8): 1360-1365, 2013.
（5）Zhu Q.*, Cui J. R., Hu G. D. Asymptotic stability of 2-D positive linear systems with orthogonal initial states. 自动化学报, 39(9): 1543-1546, 2013.
（4）Zhu Q.*, Hu G. D. Mean-square exponential input-to-state stability of Euler-Maruyama method applied to stochastic control systems. 自动化学报, 36(3): 406-411, 2010.
（3）Zhu Q.*, Hu G. D. Converse Lyapunov theorem of input-to-state stability for time-delay systems. 自动化学报, 36(8): 1131-1136, 2010.
（2）Zhu Q., Hu G. D.*, Zeng L. Stability analysis for uncertain nonlinear time-delay systems with quasi-one-sided lipschitz condition. 自动化学报, 35(7): 1003-1006, 2009.
（1）祝乔*, 程汉卿, 尹怡欣, 陈先中. 基于多点雷达和最小二乘法估计高炉料面形状[J]. 北京科技大学学报, 34(9): 1061-1064, 2012.