聘请外国文教专家申报表E.E P.doc

聘请外国文教专家申报表编号: 项目名称几何非线性系统动力学特性研究项目级别国家级原批准部门国家自然科学基金委员会项目密级非涉密项目负责人曹庆杰项目开始时间2012.7.1项目结束时间2014.12.31拟聘专家工作单位阿伯丁大学，国王学院，工程系，应用动力学研究中心Centre for Applied Dynamics Research, School of Engineering, University of Aberdeen, Kings College 聘请单位哈尔滨工业大学 航天学院申请人电请人手请人E-M聘请专家主要工作内容(最多50个字)基于SD振子系统研究，针对一类具有几何非线性的动力学模型，突破传统截断方法的局限性，发展一套理论方法对其进行全局动力学特性研究。聘请目的(最多填写700个字符)目前 SD 振子的动力学研究已经取得了若干重要成果，针对此类系统的几何非线性特征，邀请Ekaterina Pavlovskaia将在一类几何非线性系统模型的理论分析开展以下研究：从SD 振子的理论研究出发，针对一系列的具有几何非线性动力学模型，发展一套理论发展突破传统截断方法的局限性，对其全局动力学特性进行分析，从而为丰富非线性动力学理论打下基础。Ekaterina Pavlovskaia 是国际知名的动力学研究专家，对于非光化系统、非线性系统振动、稳定性与控制等方面都具有丰富的专业知识和工程实践。Ekaterina Pavlovskaia的来访还可以就博士生联合培养，相关学术科研资源共享等方面建立广泛的合作关系。项目筹备情况及预期目标(最多填写700个字符)项目筹备情况：项目正有步骤、按计划、顺利、有序开展，以SD 振子为典型代表的几何非线性动力学理论研究已经取得了丰硕成果，在 IJNM, Phil.Trans.R.Soc.A, Phys.Rev.E, Nonlinear Dynamics,ACTAMechanica Sinica 等国际知名学术期刊上发表多篇论文，已经具备了一定的前期理论基础和开展试验研究所需的材料和设备预期目标：SD 振子是项目申请者提出并发现的重大原创性成果，通过 SD 非线性系统的理论研究，针对一类具有几何非线性的动力学模型进行理论分析双方将联合在国际知名杂志上发表论文 1-2 篇。专家姓名Ekaterina Pavlovskaia性 别女英文姓名Ekaterina Pavlovskaia专 业应用动力学国 籍英国学 位博士职 称研究员来校时间2012.7.17离校时间2012.8.16出生日期是否华人否邀请单位哈尔滨工业大学航天学院 护 照号1、 主要学习经历（从大学起，请按所得学位、获得学校及院系、起止时间、备注的顺序填写） Ph.D. in Applied Physics and Mathematics, IPME, Russian Academy of Science, 1998 MEng in Mechanical Engineering (First class with dist.), St. Petersburg State Polytechnical University, 1996 2、主要工作经历（请按起止时间、工作单位、职称、职务、备注的顺序填写） 2010.8 - :School of Engineering, Aberdeen University, Reader;UK 2007。8 2010.7: School of Engineering, Aberdeen University, Senior Lecturer;UK 2003 .9- 2007.7: School of Engineering, Aberdeen University, Lecturer； UK 2000.9 2003.8: Schoolof Engineering, Aberdeen University, Research Fellow；UK 2000.2-2000.8: Ford Motor Company, Research Fellow (SABIT Intern)；USA 1999.7 2000.1: Mathematics and Mechanics Faculty, St.Petersburg State University, Lecturer；Russia 1999.1 1999.6: Institute for Problems of Mechanical Engineering (IPME), Russian Academy of Sciences, Junior Research Scientist ； Russia3、主讲过的课程（请按授课时间、授课对象、课程名称、备注的顺序填写）Machines and structures and fracture mechanics for UG.Linear and nonlinear dynamics of continuous media for MSc.student.4、国际学术组织或国内学术组织任职（请按任职年限、学术组织名称、职务、备注的顺序填写）regular reviewer for: Meccanica International Journal of Mechanical Sciences; Journal of Engineering Manufacture (Proceedings of the Institute of Mechanical Engineers Part B); International Journal of Nonlinear Mechanics Journal of Sound and Vibrations Journal of Nonlinear Dynamics International Journal of Mechanical Engineering Education European Journal of Mechanics - A/Solids Physica D: Nonlinear Phenomena Ocean Engineering2007-2011.7，worked as associate editor for Mathematical Problems in Engineering journal .5、主持完成或在研的主要科研项目（以近五年为主，不超过10项，请按起止时间、项目名称、项目来源、经费额度的顺序填写） 2011，ITI Energy: Resonance Enhanced Drilling: Phase 2,. Co-investigator, with principal investigator Prof. M. Wiercigroch and co-investigators DrJ IngandDr D Hendry. 975,000 2009，ITI Energy: Resonance Enhanced Drilling: Phase 1, Co-investigator, with principal investigator Prof. M. Wiercigroch and co-investigators Dr S AphaleandDr D Hendry. 750,000 2009，The Royal Society International Joint Project with Institute for Problems in Mechanical Engineering of Russian Academy of Sciences: Modelling of brittle fracture under dymanic loading. 12000 2008，ITI Energy: Resonance Enhanced Drilling: Phase 0,. Co-investigator, with principal investigator Prof. M. Wiercigroch and co-investigators Dr A Akisanya, Dr S He, Dr D Hendry and Dr J Harrigan. 806,486 2006，KTP with MCS International: Application of Nonlinear Normal Modes to Offshore Risers,. Co-investigator, with principal investigator Prof. M. Wiercigroch and co-investigator Dr Y. Guo. 210,814 2006，EPSRC Grant: Iterative maps for dynamics of percussive drilling.210,702 2005，The Royal Society International Joint Project with Polytechnic University of Marche: Energy extraction from sea waves by exploiting nonlinear dynamics phenomena. 12000 2005，The Nuffield Foundation Newly Appointed Lecturers Grant NAL/00997/G: Analytical maps of non-smooth dynamical systems for engineering applications. 5000 2004，British Council grant with Polytechnic University of Marche: Application of nonlinear dynamics and control to energy extraction from sea waves. 8000 6、发表的主要学术论著（以近五年为主，不超过15篇，含前三名作者，论著题目发表刊物(或出版社)、卷(期)、年请按发表时间、作者姓名、论著题目、发表刊物或出版社、备注的顺序填写）1. In press，Ajibose, OK., Wiercigroch, M., Pavlovskaia, EE., Akisanya, AR. & Karolyi, G. Dynamics of a drifting impact oscillator with a new model of the progression phase. Journal of Applied Mechanics- Transactions of ASME.2. 2012，Kundu, S., Banerjee, S., Ing, J., Pavlovskaia, EE. & Wiercigroch, M. Singularities in the soft impacting systems. Physica. D, Nonlinear Phenomena, vol 241, no. 5, pp. 553 565. 3. 2010，Ajibose, OK., Wiercigroch, M., Pavlovskaia, EE. & Akisanya, AR. Global and local dynamics of drifting oscillator for different contact force models. International Journal of Non-Linear Mechanics, vol 45, no. 9, pp. 850-858. 4. 2010，Ing, J., Pavlovskaia, EE., Wiercigroch, M. & Banerjee, S. Bifurcation analysis of an impact oscillator with a one-sided elastic constraint near grazing. Physica. D, Nonlinear Phenomena, vol 239, no. 6, pp. 312-321. 5. 2010， Sitnikova, E., Pavlovskaia, EE., Wiercigroch, M. & Savi, MA. Vibration reduction of the impact system by an SMA restraint: Numerical studies. International Journal of Non-Linear Mechanics, vol 45, pp. 837 - 849.6. 2010，Pavlovskaia, EE., Ing, J., Wiercigroch, M. & Banerjee, S. Complex dynamics of bilinear oscillator close to grazing Complex dynamics of bilinear oscillator close to grazing. International Journal of Bifurcation and Chaos, vol 20, no. 11, pp. 3801-3817.7. 2010，Cao, Q., Pavlovskaia, EE., Wiercigroch, M. & Yang, S. Bifurcations and the penetrating rate analysis of a model for percussive drilling. Acta Mechanica Sinica, vol 26, pp. 467-475.8. 2009，Banerjee, S., Ing, J., Pavlovskaia, EE., Wiercigroch, M. & Reddy, AR. Invisible grazings and dangerous bifurcations in impacting systems: The problem of narrow-band chaos. Physical Review E - Statistical, Nonlinear and Soft Matter Physics, vol 79, no. 3. 9. 2008， Cao, Q., Wiercigroch, M., Pavlovskaia, EE., Grebogi, C. & Thompson, JMT. The limit case response of the archetypal oscillator for smooth and discontinuous dynamics. International Journal of Non-Linear Mechanics, vol 43, pp. 462-473. 10. 2008，Nguyen, V., Woo, K. & Pavlovskaia, E. Experimental study and mathematical modelling of a new of vibro-impact moling device. International Journal of Non-Linear Mechanics, vol 43, pp. 542-550. 11. 2008，Ing, J., Pavlovskaia, E., Wiercigroch, M. & Banerjee, S. Experimental study of impact oscillator with one-sided elastic constraint. Philosophical Transactions of the Royal Society A: Mathematical, Physical & Engineering Sciences, vol 366, pp. 679-704. 12. 2008，Sitnikova, E., Pavlovskaia, EE. & Wiercigroch, M. Dynamics of an impact oscillator with SMA constraint. The European Physical Journal. Special Topics, vol 165, no. 1, pp. 229-238. 13. 2008，Ma, Y., Ing, J., Banerjee, S., Wiercigroch, M. & Pavlovskaia, EE. The nature of the normal form map for soft impacting systems. International Journal of Non-Linear Mechanics, vol 43, no. 6, pp. 504-513. 14. 2008，Lenci, S., Pavlovskaia, EE., Rega, G. & Wiercigroch, M. Rotating solutions and stability of parametric pendulum by perturbation method. Journal of Sound and Vibration, vol 310, no. 1-2, pp. 243-259. 15. 2008，Cao, Q., Wiercigroch, M., Pavlovskaia, EE., Grebogi, C. & Thompson, JMT. The limit case response of archetypal oscillator for smooth and discontinuous dynamics. International Journal of Non-Linear Mechanics, vol 43, no. 6, pp. 462-473. 7、获得的主要学术奖励（请按获奖时间、获奖名称、颁奖团体、备注的顺序填写）聘请学者工作内容聘请学者在哈的具体日程安排（详细填写从抵达哈尔滨到离开哈尔滨的日程安排，讲学的题目，讲学的具体时间段，讲学地点，座谈会安排，讲学参加人，讲学预定参加人数等内容，请按讲学题目、讲学时间、讲学地点、参加人的顺序填写）Ekaterina Pavlovskaia教授将于 2012 年 7 月 17 日到达哈尔滨，2012 年 8月 16 日离开哈尔滨，在我校工作访问一个月。在哈工大工作期间，双方将根据各自实际和相关专业特长，密切合作，优势互补，按照预定目标有针对性的开展工作。邀请Ekaterina Pavlovskaia将在几何非线性理论和工程应用方面开展如下研究：在数学理论上构造出一套包括具有无理非线性的无理椭圆积分理论，对几何非线性系统的全局动力学特征进行分析，为解决该系统的混沌运动特征奠定理论基础，该无理椭圆系列函数的给出可以大大