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  • 姓名:  徐道临
  • 系别:  机械设计系
  • 职称/职务:  教授、博士生导师
  • 办公电话:  0731-88821791
  • 移动电话:  0731-88821791
  • E-mail:  该Email地址已收到反垃圾邮件插件保护。要显示它您需要在浏览器中启用JavaScript。
  • 个人情况简介: 

    职称:湖南大学教授、博士生导师

    地址:湖南省长沙市岳麓区湖南大学机械与运载工程学院

    邮编:410082

    电话:0731-88821791

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  • 学习、工作经历: 

    教育背景

    1993-1996 伦敦大学(UCL)                      博士

    1984-1987 大连理工大学力学系                    硕士

    1978-1982 青海大学机械系                        学士

    主要经历

    1987-1992 大连理工大学力学系                    讲师

    1996-1999 新加坡高性能计算研究院                高级研究员及研究部经理

    1999-2009 新加坡南洋理工大学                    副教授

    2005-2008 大连理工大学“海天学者”              特聘教授

    2005-2008 湖南大学                              特聘教授

    2009-至今 湖南大学深海装备技术研究中心          主任

    2015-至今 湖南大学机械与运载工程学院学术委员会  主任

    学术兼职

    2002-2009 国际计算力学学会新加坡分会            副会长

    2002-至今 香港城市大学混沌控制与同步研究中心    海外特邀会员

    2012-2013 中国自然科学基金委数理科学部          会评专家

    2013-至今 舰船维修技术国家专业队                专家组成员

    2014-至今 深海矿产资源开发利用国家重点实验室    学术委员会委员

    2014-至今 中国海洋钢结构协会                    常务理事


  • 研究领域: 

    研究领域:

    非线性结构动力学、计算力学、海洋工程、机械系统振动与控制

    奖励与荣誉

    1992年 - 1996年,获中英友好奖学金公派赴英国留学;

    2004年,获国际IEEE最佳论文奖。4th International Symposium on Communication Systems, Networks & Digital Signal Processing,London

    主要科研成果:

    徐道临教授长期以来从事非线性动力学研究,研究领域涉及车辆振动,大型海洋平台结构振动分析,舰船机械系统减振降噪等。共发表论文100多篇,其中SCI论文80余篇;论文被引用2200余次,有5篇论文的单篇引用次数超过100,国际学术影响因子Hirsch Index为24。在非线性动力学研究方向的主要贡献是开创了映射同步化这一新的研究领域。首次从理论上证明映射同步化的缩放比是不可预测的,随后推论了产生映射同步化这一物理现象的数学条件,并建立三维连续系统、无穷维连续系统和无穷维离散系统的映射同步化准则,为映射同步化的控制策略提供了理论依据;并进一步提出控制方法,将映射同步化控制策略应用在保密通讯领域。这一研究工作获国际同行高度赞誉,在2004年IEEE大会获得最佳论文奖,是该领域论文被引用最高的学者。大部分研究成果发表在国际著名专业期刊,如非线性动力学领域的美国物理学会Physical Review E,Chaos,Nonlinear Dynamics, Physics Letters A,Chaos Solitons & Fractals;力学振动领域的Proceedings of the Rotal Society A - Mathematical Physical and Engineering Sciences,Journal of Applied Mechanics,Journal of Sound and Vibration; 海洋工程领域的Journal of Fluid and Structures,Ocean Engineering,Energy等。

    近五年承担科研项目:

    超大型浮动机场稳定性及非线性动力响应特性研究,自然科学基金,2015.01-2018.12,负责人

    超大型浮体多模块柔性连接网络动力学研究,973子项目,2013.04-2015.12,负责人

    新型准零刚度隔振器设计和试验研究,总装预研项目,2014.06-2016.12,负责人

     

    高敏度可调气浮准零刚度隔振系统,海军项目,2012.01-2013.12,负责人  

     

    基于非对称耦合和微扰控制的混沌隔振筏技术,国家自然科学基金,2011.01-2013.12,负责人

     

    大展弦比轻质复合材料机翼非线性气动响应分析,军工863,2011.12-2012.06,负责人

     

    基于最优时延反馈混沌化的隔振筏技术,汽车车身先进设计制造国家重点实验室自主研究课题,2011.01-2013.12,负责人

     

    大型重载矿用自卸车整车总体设计,中国一重子项目,2010.08-2011.05,负责人

     

    深海装备关键技术,湖南大学985/211重点学科建设项目,2009.12-2012.12,负责人

     

    基于混沌理论新型隔振技术,汽车车身先进设计制造国家重点实验室自主研究课题,2009.11-2010.12,负责人

    非线性作动器研究,海军项目,2009.10-2011.12,负责人


  • 研究成果: 

    论文:

    <!--[if !supportLists]-->[7] <!--[endif]-->D. L. Xu, Q. P. Yu, J. X. Zhou and S. R. Bishop, “Theoretical and experimental analyses of a nonlinear magnetic vibration isolator with quasi-zero-stiffness characteristic,” Journal of Sound and Vibration, vol. 332, no. 14, pp. 3377–3389, 2013.

     

    <!--[if !supportLists]-->[8] <!--[endif]-->D. L. Xu, Y. Y. Zhang, J. X. Zhou and J. J. Lou, “On the analytical and experimental assessment of the performance of a quasi-zero-stiffness isolator,” Journal of Vibration and  Control, vol. 20, no. 15, pp. 2314–2325, 2014.

     

    <!--[if !supportLists]-->[9] <!--[endif]-->J. X. Zhou, X. L. Wang, D. L. Xu, and S. Bishop, “Nonlinear dynamic characteristics of a quasi-zero stiffness vibration isolator with cam-roller-spring mechanisms,” Journal of Sound and Vibration, vol. 346, pp. 53–69, 2015.

     

    <!--[if !supportLists]-->[10] <!--[endif]-->J. X. Zhou, D. L. Xu and S. Bishop, “A torsion quasi-zero stiffness vibration isolator,” Journal of Sound and Vibration, vol. 338, pp. 121–133, 2015.

     

    <!--[if !supportLists]-->[11] <!--[endif]-->徐道临,赵智,周加喜,气动可调式准零刚度隔振器设计及特性分析,湖南大学学报(自然科学版), 06期, pp. 47-52, 2013.

     

    <!--[if !supportLists]-->[12] <!--[endif]-->徐道临, 张月英, 周加喜, 张敬, 一种准零刚度隔振器的特性分析与实验研究, 振动与冲击, 11期, pp. 208-213, 2014.

     

    <!--[if !supportLists]-->[13] <!--[endif]-->王心龙, 周加喜, 徐道临, 一类准零刚度隔振器的分段非线性动力学特性研究, 应用数学和力学, 01期, pp. 50-62, 2014.

     

    <!--[if !supportLists]-->[14] <!--[endif]-->徐道临, 余奇平, 周加喜, 张敬, 准零刚度隔振系统跳跃频率区间隔振研究, 中国机械工程, 02期, pp. 230-235, 2014.

     

    <!--[if !supportLists]-->[15] <!--[endif]-->徐道临, 成传望, 周加喜, 屈曲板型准零刚度隔振器的设计和特性分析, 湖南大学学报(自然科学版), 42卷08期, pp. 17-21, 2015.

     

    <!--[if !supportLists]-->[16] <!--[endif]-->周加喜, 徐道临, 单层准零刚度浮筏隔振特性分析及混沌化, 中国科技论文, 08期, pp. 911-915, 2014.

     

    <!--[if !supportLists]-->[17] <!--[endif]-->徐道临,周杰,周加喜,张敬,碟形橡胶准零刚度隔振器的设计与特性分析,湖南大学学报(自然科学版), 42卷 08期, pp. 22-28, 2015

     

    <!--[if !supportLists]-->[18] <!--[endif]-->王毅,徐道临,周加喜,滚球型准零刚度隔振器的特性分析,振动与冲击,4卷,pp. 142-147,2015

     

     

     

    实用新型及发明专利:

     

    <!--[if !supportLists]-->[19] <!--[endif]-->徐道临, 周加喜, 扭转准零刚度隔振器, 中国, CN201410558315.8. 2015

     

    <!--[if !supportLists]-->[20] <!--[endif]-->周加喜, 王心龙, 徐道临, 一种准零刚度隔振器, 中国, CN201420008107.6. 2014

     

    <!--[if !supportLists]-->[21] <!--[endif]-->徐道临,朱石坚,王毅,周加喜,楼京俊,杨庆超,滚球型准零刚度隔振器,中国,CN201310330359.0. 2013

     

    <!--[if !supportLists]-->[22] <!--[endif]-->徐道临,朱石坚,周杰,周加喜,楼京俊,张敬,蝶形橡胶准零刚度隔振器,中国,CN201310330360.3. 2013

     

    <!--[if !supportLists]-->[23] <!--[endif]-->徐道临,朱石坚,成传旺,周加喜,楼京俊,张敬,屈曲板型准零刚度隔振器,中国,CN201310330357.1. 2013

     

    <!--[if !supportLists]-->[24] <!--[endif]-->徐道临,张敬,周加喜,张月英,承重可调准零刚度电磁隔振器及其控制方法,中国,CN201210081938.1. 2012

     

    <!--[if !supportLists]-->[25] <!--[endif]-->徐道临,张月英,周加喜,张敬,一种针对基础激励的低频隔振器,中国,CN201220116837.9. 2012

     

    <!--[if !supportLists]-->[26] <!--[endif]-->徐道临,余奇平,吕永健,周加喜,具有准零刚度的非线性磁力隔振器,中国, CN201120223834.0. 2011

     

    <!--[if !supportLists]-->[27] <!--[endif]-->刘春嵘,冀建飞,徐道临,可调式流体浮筏隔振器,中国, CN201120001710.8. 2011

     

     

     

    3. 基于最优时延反馈混沌化的线谱重构技术研究

     

    线谱是描述水下航行器辐射噪声特征的技术指标,是识别水下航行器特性、方位及运动速度的技术依据。消除线谱或削弱线谱特征对于水下航行器的隐身性、安全性和攻击性具有十分重要的意义。该研究在自科基金和海军国防项目的支持下,提出采用线谱混沌化的全新理论方法和控制技术对辐射噪声线谱实施信号特征谱的重构,消除可识别特征(如图3.1)。研究了若干线谱混沌化控制方法,包括离散脉冲混沌化方法、混沌同步化线谱控制方法、时延反馈混沌化控制、非线性时延控制方法、最优时延混沌化控制方法等。最具创新性的工作是提出将线谱混沌化控制方法与新型准零刚度隔振系统有效结合,既能对水下辐射噪声进行高效频谱重构,又能提高低频隔振效果的双重目的。从理论上解决了线谱混沌化的四大关键技术难题:实现系统大参数范围的混沌化、小能量控制、高品质混沌化以及变参数条件下的持续混沌化。

     

     

     

    图3.1 线谱混沌化方法对辐射噪声线谱实施信号特征谱的重构示意图

     

    论文:

     

    <!--[if !supportLists]-->[28] <!--[endif]-->Y. L. Li., D. L. Xu, Y. M. Fu and J. X. Zhou, “Stability and chaotification of vibration isolation floating raft systems with time-delayed feedback control,” Choas, vol. 21, no. 3, pp. 033115, 2011

     

    <!--[if !supportLists]-->[29] <!--[endif]-->Y. L. Li, D. L. Xu, Y. M. Fu and J. X. Zhou, “Chaotification and optimization design of a nonlinear vibration isolation system,” Journal of Vibration and Control, vol. 18, no. 14, pp. 2129–2139, 2012.

     

    <!--[if !supportLists]-->[30] <!--[endif]-->C. R. Liu, D. L. Xu and J. F. Ji, “Theoretical design and experimental verification of a tunable floating vibration isolation system,” Journal of Sound and Vibration, vol. 331, no. 21, pp. 4691–4703, 2012.

     

    <!--[if !supportLists]-->[31] <!--[endif]-->Y. L. Li., D. L. Xu, Y. M. Fu and J. X. Zhou, “Nonlinear dynamic analysis of 2-DOF nonlinear vibration isolation floating raft systems with feedback control,” Chaos, Solitons & Fractals, vol. 45, no. 9–10, pp. 1092–1099, 2012.

     

    <!--[if !supportLists]-->[32] <!--[endif]-->J. X. Zhou, D. L. Xu, J. Zhang and C. R. Liu, “Spectrum optimization-based chaotification using time-delay feedback control,” Chaos, Solitons & Fractals, vol. 45, no. 6, pp. 815–824, 2012.

     

    <!--[if !supportLists]-->[33] <!--[endif]-->Jing Zhang, Daolin Xu, Jiaxi Zhou,Yingli Li, “Chaotification of vibration isolation floating raft system via nonlinear time-delay feedback control,” Chaos, Solitons & Fractals, vol.45, pp.1255-1265, 2012.

     

    <!--[if !supportLists]-->[34] <!--[endif]-->Y. L. Li, D. L. Xu, Y. L. Fu and J. X. Zhou, “Chaotification of a Nonlinear Vibration Isolation System By Dual Time Delayed Feedback Control,” International Journal of Bifurcation and Chaos, vol. 23, no. 6, p. 1350096, 2013.

     

    <!--[if !supportLists]-->[35] <!--[endif]-->Y. L. Li, D. L. Xu, Y. M. Fu and J. Zhang, “Dynamic effects of delayed feedback control on nonlinear vibration isolation floating raft systems,” Journal of Sound and Vibration, vol. 333, no. 13, pp. 2665–2676, 2014.

     

    <!--[if !supportLists]-->[36] <!--[endif]-->J. Zhang, D. L. Xu, Y. L. Li and J. X. Zhou, “Line spectrum chaotification of a double-layer vibration isolation floating raft system under multi-source excitation,” Acta Physica Sinica, vol. 63, no. 18, 2014.

     

    <!--[if !supportLists]-->[37] <!--[endif]-->C. R. Liu, D. L. Xu, J. X. Zhou and S. Bishop, “On theoretical and experimental study of a two-degree-of-freedom anti-resonance floating vibration isolation system,” Journal of Vibration and Control, vol. 21, no. 10, pp. 1886–1901, 2015.

     

    <!--[if !supportLists]-->[38] <!--[endif]-->周加喜,徐道临,李盈利,基于最优时延反馈控制的主-被非线性隔振方法研究,振动工程学报,24(6),pp. 639-645,2011

     

    <!--[if !supportLists]-->[39] <!--[endif]-->刘春嵘,冀建飞,徐道临,反共振流体浮筏的隔振特性研究,力学与实践, 02期, pp. 49-53, 2012.

     

    <!--[if !supportLists]-->[40] <!--[endif]-->徐道临,吕永建,周加喜,张敬,非线性隔振系统动力学特性分析的FFT多谐波平衡法,振动与冲击, 31(22), pp. 39-44, 2012.

     

    <!--[if !supportLists]-->[41] <!--[endif]-->徐道临, 刘怀远, 刘春嵘, 流体隔振浮筏反共振特性的试验研究, 振动工程学报, 26(5), pp 641-646, 2013.

     

    <!--[if !supportLists]-->[42] <!--[endif]-->周加喜,徐道临,张月英,刘春嵘,一种针对未知参数系统的实时混沌化方法,振动与冲击, 04期, pp. 71-74, 2013.

     

    <!--[if !supportLists]-->[43] <!--[endif]-->刘春嵘,肖卫明,徐道临,双层流体浮筏的隔振特性研究,湖南大学学报(自然科学版), 01期, pp 43-48, 2013.

     

     

     

    著作:

     

    <!--[if !supportLists]-->[44] <!--[endif]-->朱石坚;徐道临,《舰船机械隔振系统线谱混沌化控制》,国防工业出版社,2014

     

     

     

    非线性动力学研究领域发表的学术论文:

     

    1. 混沌控制研究领域

     

    <!--[if !supportLists]-->[45] <!--[endif]-->D. Xu and S.R. Bishop, "Steering dynamical trajectories to target a designed state," Chaos Solitons & Fractals, Vol. 4, No. 10, (1994), pp. 1931-1942.

     

    <!--[if !supportLists]-->[46] <!--[endif]-->D. Xu and S.R. Bishop, "A contraction-mapping-based control approach to stabilize chaotic systems," International Journal of Bifurcation and Chaos, Vol. 5, No.6, (1995), pp. 1741-1748.

     

    <!--[if !supportLists]-->[47] <!--[endif]-->D. Xu and S.R. Bishop, “Switching between orbits in a periodic window”, Physical Review E 54 No.6 (1996), pp. 6940-6943.

     

    <!--[if !supportLists]-->[48] <!--[endif]-->S.R. Bishop, D. Xu and M. J. Clifford, "Controlling tumbling chaos in parametrically excited pendulum", Proceedings of the Royal Society of London A 452 (1996), pp.1789-1806.

     

    <!--[if !supportLists]-->[49] <!--[endif]-->D. Xu and S.R. Bishop, "Self-locating control of chaotic systems using Newton algorithm," Physics Letters A, 210, (1996), pp. 273-278.

     

    <!--[if !supportLists]-->[50] <!--[endif]-->S.R. Bishop and D. Xu, “Control of chaos in noisy flows”, Physical Review E 54 No.4 (1996), pp.3204-3210.

     

    <!--[if !supportLists]-->[51] <!--[endif]-->S.R. Bishop and D. Xu, "Stabilizing the parametrically excited pendulum onto high order periodic orbits", Journal of Sound and Vibration, 194 (1996), pp. 287-293.

     

    <!--[if !supportLists]-->[52] <!--[endif]-->S.R. Bishop and D. Xu, “The use of control to eliminate sub-harmonic and chaotic impacting motions of a driven beam”, Journal of Sound and Vibration, 205 (1997), pp. 223-234.

     

    <!--[if !supportLists]-->[53] <!--[endif]-->S.R. Bishop, D. Wagg and D. Xu, “Use of control to maintain period-1 motions during wind-up or wind-down operations of an impacting driven beam”, Chaos Solitons & Fractals, Vol.9 (1998), pp. 261-269.

     

    <!--[if !supportLists]-->[54] <!--[endif]-->S.R. Bishop, D. Xu, C.Y. Liaw and E.S. Chan, “Applying chaos control in periodic windows”, Chaos Solitons & Fractals, Vol.9, No.8 (1998) pp. 1297-1305.

     

    2. 混沌同步化控制及应用研究领域

     

    <!--[if !supportLists]-->[55] <!--[endif]-->D. Xu, "Control of Projective Synchronization in Chaotic Systems " Physical Review E 63, (2001), pp. 27201-27204.

     

    <!--[if !supportLists]-->[56] <!--[endif]-->Z. Li and D. Xu, "Stability Criterion for Projective Synchronization in Three Dimensional Systems", Physics Letters A 282 (2001), pp. 175-179.

     

    <!--[if !supportLists]-->[57] <!--[endif]-->D. Xu, Z. Li and S.R. Bishop, "Manipulating the Scaling Factor of Projective Synchronization in Three-dimensional Chaotic Systems", Chaos, Vol.11, No.3 (2001), pp. 439-442.

     

    <!--[if !supportLists]-->[58] <!--[endif]-->D. Xu and Z. Li, "Controlled Projective Synchronization in Non-Partially-Linear Chaotic Systems", International Journal of Bifurcation and Chaos, Vol. 12, No. 6 (2002), pp.1395-1402.

     

    <!--[if !supportLists]-->[59] <!--[endif]-->D. Xu, Z. Li, S. R. Bishop and U. Galvanetto, "Estimation of Periodic-like Motions of Chaotic Evolutions Using Detected Unstable Periodic Patterns", Pattern Recognition Letters, Vol. 23 (2002), pp. 245-252.

     

    <!--[if !supportLists]-->[60] <!--[endif]-->D. Xu, W.L. Ong and Z. Li, "Criteria For The Occurrence Of Projective Synchronization In Chaotic Systems Of Arbitrary Dimension", Physics Letters A 305 (2002) pp. 167-172.

     

    <!--[if !supportLists]-->[61] <!--[endif]-->D. Xu and C.Y. Chee, "Controlling the ultimate state of projective synchronization in chaotic systems of arbitrary dimension", Physical Review E 66 (2002) pp. 046218

     

    <!--[if !supportLists]-->[62] <!--[endif]-->C.Y. Chee and D. Xu, “Control of the Formation of Projective Synchronisation in Lower-Dimensional Discrete-Time Systems", Physics Letters A 318 (2003) 112-118.

     

    <!--[if !supportLists]-->[63] <!--[endif]-->D. Xu and C.Y. Chee, "Chaotic encryption with transient dynamics induced by pseudo-random switching keys ", International Journal of Bifurcation and Chaos, Vol.14, No.10 (2004) 3625-3631.

     

    <!--[if !supportLists]-->[64] <!--[endif]-->D. Xu, C.Y. Chee and C. Li, "A Necessary Condition of Projective Synchronization In Discrete-time Systems of Arbitrary Dimensions ", Chaos Solitons & Fractals, Vol 22/1 (2004) 175-180.

     

    <!--[if !supportLists]-->[65] <!--[endif]-->C.Y. Chee, D. Xu and S.R. Bishop," A zero-crossing approach to uncover the mask by chaotic encryption with periodic modulation", Chaos Solitons & Fractals, Vol. 21/5 (2004) 1129-1134.

     

    <!--[if !supportLists]-->[66] <!--[endif]-->Z. Li and D. Xu, "A secure communication scheme using projective chaos synchronization", Chaos Solitons & Fractals, Vol.22 No.2 (2004) 477-481

     

    <!--[if !supportLists]-->[67] <!--[endif]-->G. Wen and D. Xu, "Observer-based control for full-state projective synchronization of a general class of chaotic maps in any dimension ", Physics Letters A Vol.333, No.5-6 (2004) 420-425

     

    <!--[if !supportLists]-->[68] <!--[endif]-->C.Y. Chin and D. Xu, "Secure digital communication using controlled projective synchronisation of chaos," Chaos Solitons & Fractals, Vol.23 (2005) 1063-1070.

     

    <!--[if !supportLists]-->[69] <!--[endif]-->G. Wen and D. Xu, "Nonlinear Observer Control for Full-State Projective Synchronization in Chaotic Continuous-time Systems ", Chaos Solitons & Fractals, Vol. 26 (Oct. 2005) 71-77.

     

    <!--[if !supportLists]-->[70] <!--[endif]-->C.P. Li, W.G. Sun and D. Xu, "Synchronization of complex dynamical networks with nonlinear inner-coupling functions and time delays", Progress of Theoretical Physics, Vol 11, No.4 (2005) 749-761.

     

    <!--[if !supportLists]-->[71] <!--[endif]-->C.P. Li, W.H. Deng and D. Xu, "Chaos synchronization of Chua system with a fractional order",  Physica A: Statistical Mechanics and its Applications, 360 (2006) 171-185

     

    <!--[if !supportLists]-->[72] <!--[endif]-->C.Y. Chee and D. Xu, "Chaotic encryption using discrete-time synchronous chaos", Physics Letters A  348 (2006) 284-292

     

    <!--[if !supportLists]-->[73] <!--[endif]-->C.Y. Chee and D. Xu, "Transmission of M-ary digital signals using Controlled projective synchronization of chaos," IEE Proceedings. G, Circuit, Devices and  System 153 (2006) 357-360

     

    3. 分叉控制研究领域

     

    <!--[if !supportLists]-->[74] <!--[endif]-->G. Wen, D. Xu and X. Han, " On Creation of Hopf bifurcations in discrete-time nonlinear systems", Chaos Vol. 12, No.2 (2002) , 350-355

     

    <!--[if !supportLists]-->[75] <!--[endif]-->G. Wen, D. Xu, and J. Xie, " Control of Degenerate Hopf Bifurcations in Three-dimensional Maps", Chaos 13, No.2, (2003) pp.486-494

     

    <!--[if !supportLists]-->[76] <!--[endif]-->G. Wen and D. Xu, "Designing Hopf bifurcations into nonlinear discrete-time systems via feedback control", International Journal of Bifurcation and Chaos, Vol.14, No.7 (2004) 2283-2293.

     

    <!--[if !supportLists]-->[77] <!--[endif]-->G. Wen and D. Xu, "Implicit Criteria of Eigenvalue Assignment and Transversality for Bifurcation Control in Four-dimensional Maps", International Journal of Bifurcation and Chaos, Vol. 14, No.10 (2004) 3489-3503.

     

    <!--[if !supportLists]-->[78] <!--[endif]-->G. Wen and D. Xu, "Feedback Control of Hopf-Hopf Interaction Bifurcation with development of Torus Solutions in high-dimensional maps", Physics Letters A 321 (2004) 24-33.

     

    <!--[if !supportLists]-->[79] <!--[endif]-->G. Wen, J. Xie and D. Xu, " Onset of Degenerate Hopf Bifurcation in a Vibro-impact Oscillator ", Journal of Applied Mechanics Vol.71 (2004) 579-581

     

    <!--[if !supportLists]-->[80] <!--[endif]-->G. Wen, D. Xu and J. Xie, "Controlling Hopf bifurcations of discrete-time systems in resonance", Chaos Solitons & Fractals, Vol. 23 (2005) 1865-1877.

     

    <!--[if !supportLists]-->[81] <!--[endif]-->G. Wen and D. Xu, "Control Algorithm for Creation of Hopf Bifurcations in Continuous-Time Systems of Arbitrary Dimension", Physics Letters A, 337 (2005) 93-100.

     

    4. 混沌时间序列分析和非线性系统的参数识别

     

    <!--[if !supportLists]-->[82] <!--[endif]-->F. Lu, D. Xu and G. Wen, "Estimation of initial conditions and parameters of a chaotic evolution process from a short time series", Chaos, Vol. 14, No.4, (2004) 1050-1055.

     

    <!--[if !supportLists]-->[83] <!--[endif]-->F. Lu, D. Xu and G. Wen, "Tracing initial conditions, historical evolutionary path and parameters of chaotic processes from a short segment of scalar time series", Chaos Solitons & Fractals, Vol. 24 (April 2005) 265-271.

     

    <!--[if !supportLists]-->[84] <!--[endif]-->D. Xu and F. Lu, "An approach of parameter estimation for non- synchronous systems ", Chaos Solitons & Fractals, Vol. 25 (July 2005) 361-366.

     

    <!--[if !supportLists]-->[85] <!--[endif]-->Xu DL, Khanmohamadi O, "Spatiotemporal system reconstruction using Fourier spectral operators and structure selection techniques", Chaos, Vol.19 page: 043122, 2008

     

    <!--[if !supportLists]-->[86] <!--[endif]-->Khanmohamadi O, Xu DL,“Spatiotemporal System Identification on Non-periodic Domains with Chebyshev Spectral Operators and System Reduction Algorithms”, Chaos, Vol. 19 page:033117, 2009

     

    <!--[if !supportLists]-->[87] <!--[endif]-->Xu D, Yap FF, Han X, et al. “Identification of spring-force factors of suspension systems using progressive neural network on a validated computer model”, Inverse Problems in Engineering, Volume: 11 Issue: 1 Pages: 55-74 Published: FEB 2003

     

    <!--[if !supportLists]-->[88] <!--[endif]-->Han X, Xu D, Liu GR, “A computational inverse technique for material characterization of a functionally graded cylinder using a progressive neural network”, Neurocomputing, Volume: 51 Pages: 341-360 Published: APR 2003

     

    5. 其它

     

    <!--[if !supportLists]-->[89] <!--[endif]-->D. Xu and Zhang Xichang,“Hydroelastic perturbation method for multi-variable parameter platforms”,Ocean Engineering, Volume: 10, Issue: 3 Pages: 65-72 Published: MAR 1992

     

    <!--[if !supportLists]-->[90] <!--[endif]-->Liu Tie-Niu and D. Xu,“Large range analysis for nonlinear dynamic systems -- element mapping method”,Journal of Applied Mathematics and Mechanics, Volume: 13, Issue: 6 Pages: 577-586 Published: JUN 1992

     

    <!--[if !supportLists]-->[91] <!--[endif]-->D. Xu, C.T. Loy, K.Y. Lam and K.G. Lim, “Chaos theory in stock forecasting”, Journal of Stock Exchange Singapore, Volume: 12 Pages: 30-33 Published: DEC 1998

     

    <!--[if !supportLists]-->[92] <!--[endif]-->C.T. Loy, D. Xu and K.Y. Lam, “An Application of neural networks in stock markets”, Journal of Stock Exchange Singapore, Volume: 10 Pages: 1-6 Published: OCT 1998

     

    <!--[if !supportLists]-->[93] <!--[endif]-->D. Xu, C.T. Loy, K.Y. Lam and K.G. Lim,“Three dominant cycles in Singapore’s stock index”,Journal of Stock Exchange Singapore, Volume: 9 Pages: 25-27 Published: SEP 1999

     

    <!--[if !supportLists]-->[94] <!--[endif]-->C.T. Loy, D. Xu and K.Y. Lam, “A look at warrants”, Journal of Stock Exchange Singapore, Volume: 4 Pages: 17-18 Published: APR 1999

     

    <!--[if !supportLists]-->[95] <!--[endif]-->Galvanetto U, Bishop SR, Xu DL, “Adaptive control of chaotic stick-slip mechanical systems”, Control of Oscillations and Chaos, Vol. 1-3, Proceedings Pages: 225-228, Published: 2000

     

    <!--[if !supportLists]-->[96] <!--[endif]-->Han X, Xu D, Liu GR, “Transient responses in a functionally graded cylindrical shell to a point load”, Journal of Sound and Vibration, Volume: 251 Issue: 5 Pages: 783-805 Published: APR 11 2002

     

    <!--[if !supportLists]-->[97] <!--[endif]-->Daolin Xu, Jiaxi Zhou, “A Computational Method for Highly Stiff Nonlinear Spatiotemporal System”, International Journal of Computational Methods, 7(4), pp.609-625, 2010

     

    <!--[if !supportLists]-->[98] <!--[endif]-->Jiaxi Zhou, Zichen Deng, Daolin Xu, “Dynamic response of prismatic metallic sandwich tubes under combined internal shock pressure and thermal load”, Composite Structures, Volume 94, Issue 1, Page 166-176, 2011.

     

    <!--[if !supportLists]-->[99] <!--[endif]-->Chunrong Liu, Daolin Xu, “Bed load transport under complex flow”, Advanced Materials Research, 255-260: 3589-3593, 2011.

     

    <!--[if !supportLists]-->[100] <!--[endif]-->Y. L. Li, S. A. Meguid, Y. M. Fu and D. L. Xu, “Unified nonlinear quasistatic and dynamic analysis of RF-MEMS switches”, Acta Mechanica, vol. 224, no. 8, pp. 1741–1755, 2013.

     

    <!--[if !supportLists]-->[101] <!--[endif]-->Y. L. Li, S. A. Meguid, Y. M. Fu and D. L. Xu, “Nonlinear analysis of thermally and electrically actuated functionally graded material microbeam”, Proceedings of the Royal Society A, vol. 470, no. 2162, p. 20130473, 2014.

     

    <!--[if !supportLists]-->[102] <!--[endif]-->徐道临,张林,周加喜,重型矿用自卸车油气悬架参数优化,振动与冲击, 31(24), pp. 98-107, 2012.

     

    <!--[if !supportLists]-->[103] <!--[endif]-->张海成, 刘春嵘, 徐道临, 胡振, 机翼失速颤振抑制的合成射流相位控制方法, 振动工程学报, 05期, pp. 661-667, 2014.

     

    <!--[if !supportLists]-->[104] <!--[endif]-->胡振, 徐道临, 张海成, 刘春嵘, 合成射流抑制机翼失速颤振的频率控制方法, 机械科学与技术, 07期, pp. 1105-1110, 2014

     

     

     

     

     


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