Zhang Qichang
School
School of Mechanical Engineering
Professional Title
Professor
Administrative Appointments
Curator of Tianjin University Library
Discipline
Engineering Mechanics
Contact Information
13752763665
qzhang@tju.edu.cn
Weijin Road Campus: No. 92 Weijin Road, Nankai District, Tianjin,
Brief Introduction
Zhang Qichang is currently a Ph.D. supervisor and the Curator of Library in Tianjin University, China. He received M.S. and Ph.D degrees from the General mechanics, Tianjin University in 1984 and 1991 respectively. He received the B.S. degree in the Applied mechanics, Tianjin University in 1981. His research areas include Dynamic theory and its applications，Bifurcations and chaos of nonlinear dynamical systems and their applications，Vibration of fluid-solid coupling system，The theory of Normal Form and it is application in nonlinear oscillation system，The bifurcation of nonlinear dynamic system and Vibration control. He presides and participates in 30 research projects. He has published more than 160 papers in International journal and society .
Education Background
- University of Manchester| School of Engineering| 2001
- University of Hong Kong| Department of civil and structural engineering| 1993
- University of Hong Kong| Department of civil and structural engineering| 1997
- Doctoral degree| Tianjin University| General mechanics| 1991
- Master’s Degree| Tianjin University| General mechanics| 1984
- Bachelor’s Degree| Tianjin University| Applied mechanics| 1981
Research Interests
- Vibration control
- The theory of nonlinear vibration and its application
- Linear vibration
- The bifurcation of nonlinear dynamic system
- The theory of Normal Form and it is application in nonlinear oscillation system
- Vibration of fluid-solid coupling system
- Bifurcations and chaos of nonlinear dynamical systems and their applications
- Dynamic theory and its applications
Positions & Employments
-
1999.11-2017.11
School of Mechanical Engineering | Tianjin University | Ph.D. supervisor -
1986.12-1993.11
School of Mechanical Engineering | Tianjin University | Lecturer -
1993.12-1999.10
School of Mechanical Engineering | Tianjin University | Associate Professor -
1984.7-1986.11
School of Mechanical Engineering | Tianjin University | Teaching Assistant
Academic Achievements
- Papers
- [1] [169] Chen Yushu, Zhang Qichang. A study of the third inertia force and crosswise vibration of 12V diesel engine with articulated connecting-rods [J]. Transactions of Csice, 1984, 2(4): 323-338. (EI 84120220687).
- [2] [168] Chen Yushu, Zhang Qichang. An analysis of nonlinear vibration about engine system of Beijing model diesel locomotive [J]. Journal of Vibration and Shock, 1986, (1): 21-30.
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- [3] [167] Zhang Qichang, Chen Yushu. A simplified calculation method of Normal Form and its application [C]. Proceedings of the 5th National Conference on nonlinear vibration, Dunhuang, 1989.
- [4] [166] Chen Yushu, Zhang Qichang. A new method of calculating the asymptotic solution of nonlinear vibration systems [J]. Acta Mechanica Sinica, 1990, 22(4): 413-419. (EI 3865717).
- [5] [165] Zhang Qichang. A new method of obtaining the asymptotic solution of nonlinear vibration system[C]. Proceeding of general mechanics. ISTP.
- [6] [164] Zhang Qichang, Chen Yushu. Study on nonlinear vibration problems of multi-degree-freedom system by dynamic system theory [J]. Journal of Vibration Engineering, 1991, 4(4): 11-17.
- [7] [163] Zhang Qichang, Chen Yushu. Calculate the fourth focus of Hopf bifurcation [J] APPLIED MATHEMATICS AND MECHANICS, 1991, 16(9): 829-838
- [8] [162] Zhang Qichang, Chen Yushu. Study on stability and bifurcation of shimmy of automobile steering wheel [J]. Bifurcation and Chaos of Nonlinear Vibration, Journal of Tianjin University, 1992.
- [9] [161] Cao Shuqian, Zhang Qichang. Calculation and analysis of dynamic stress of 26 square meter linear vibrating screen [J]. Journal of Tianjin University, 1995, 28(5): 677-681.
- [10] [160] Zhang Qichang, Chen Yushu. Study on stability and bifurcation of automobile steering wheel [J]. Journal of Tianjin University, 1995, 28(3): 409-414.
- [11] [159] Zhang Qichang. Some experience of developing CAI software of theoretical mechanics[J]. Research and Exploration of Higher Education, 1997.
- [12] [158] Zhang Qichang. Three Dimensional Animation and Kinematics CAI [J]. COMPUTER AIDED ENGINEERING, 1998, 7(4): 57-61.
- [13] [157] Liu Xijun, Zhang Qichang. Inverse eigenvalue problem and mechanical design [J]. MACHINE DESIGN, 1998, 15(2): 17-18.
- [14] [156] Zhang Qichang, Chen Yushu. Normal Form method for higher order asymptotic solutions of nonlinear vibration systems [J]. Journal of Nonlinear Dynamics, 1998, 5(3): 269-274.
- [15] [155] AYT Leung, QC Zhang. Normal form analysis of Hopf bifurcation exemplified by Duffing’s equation[J]. Journal of Shock & Vibration, 1994, (1): 233-240.
- [16] [154] Zhang Qichang, Liang Yide. Studying the focal value of ordinary differential equations by Normal Form theory [J]. APPLIED MATHEMATICS AND MECHANICS, 1995, 16(9): 829-838. (EI 96012986485).
- [17] [153] Zhang Qichang, AYT Leung. Normal Form coefficient for nonresonant double Hopf bifurcation and its application [J]. Journal of Vibration Engineering 1998, 11(3): 351-355. (EI 98104425410).
- [18] [152] AYT Leung, QC Zhang. Complex normal form for strongly nonlinear vibration systems exemplified by duffing-van der pol equation[J]. Journal of Sound and Vibration, 1998, 213(5): 907-914. (SCI ZX794); (EI 04057861899).
- [19] [151] AYT Leung, QC Zhang. Higher-order normal form and period averaging[J]. Journal of Sound and Vibration, 1998, 217(5): 795-806. (SCI 136NC); (EI 98124517992).
- [20] [150] Hao Shuying, Zhang Qichang, et al. The application of three dimensionl animation in mechanical design [J]. Journal of Tianjin Institute of Technology, 2000, 16(4): 32-35.
- [21] [149] Zhang Qichang, Hao Shuying, Chen Yushu. Study on strongly non-linear vibration systems by Normal Form theory [J]. Journal of Vibration Engineering, 2000, 13(3): 481-486. Science and technology research project of Ministry of Education (19990510); Scientific research project of Ministry of science and technology (G1998020316).
- [22] [148] QC Zhang, AYT Leung. Normal form of double Hope bifurcation in forced oscillators[J]. Journal of Sound and Vibration, 2000, 231(4): 1057-1069. (SCI 301VY); (EI 00065213580).
- [23] [147] QC Zhang, AYT Leung. Computation of normal forms for higher dimensional Semi-Simple systems[J]. Dynamics of Continuous, Discrete and Impulsive Systems, Series A: Mathematical Analysis, 2001, (8): 559-574. (SCI 501LP).
- [24] [146] Hao Shuying, Chen Gang, Zhang Qichang, et al. The application of joint substructure in nonlinear dynamic analysis [J]．Journal of Tianjin University, 2001, 34(3): 295-299. National Natural Science Foundation of China (major 19990510); Supported by Aerospace Industry Corporation; supported by complex structural dynamics.
- [25] [145] Hao Shuying, Chen Gang, Zhang Qichang. Effects of connect loosing and sliding on dynamic characteristics [J]. Journal of Tianjin University, 2001, 34(4): 452-454. National Natural Science Foundation of China (19990510).
- [26] [144] Zhang Qichang, Hao Shuying, Chen Yushu. Bifurcation of bending vibration of two Euler-Bernoulli beams jointed by a nonliner flexible joint [J]. Journal of Tianjin University, 2002, 35(2): 143-146. State Key Basic Research Development Fund of China (973 Plan) (G1998029316); Five project supported by the Aerospace Corporation.
- [27] [143] Zhang Qichang, Jia Qifen, Hao Shuying, Liu Changgen. General programming method for calculating center manifold [J]. Journal of Tianjin Institute of Technology, 2002, 18(3): 60-63.
- [28] [142] AYT Leung, QC Zhang. Normal form computation without central manifold reduction[J]. Journal of Sound and Vibration, 2003, 266(2): 261-279. (SCI 720DF); (EI 03397647111).
- [29] [141] Ren Aidi Zhang Qichang, Zhang Liangxin. Discussion of solutions supposed forms for method of multiple scales [J]. Joural of Naval University of Engineering, 2006, 18(1): 11-14. National Natural Science Foundation of China (10272078).
- [30] [140] Zhang Qichang, Liu Haiying, Ren Aidi. The study of limit cycle flutter for airfoil with nonlinearity [J]. Acta Aerodynamica Sinica, 2004, 22(3): 332-336. (EI 04528744222) National Natural Science Foundation of China (10372068,10272078).
- [31] [139] Zhang Qichang, Liu Haiying, Ren Aidi. Local bifurcation for airfoil with cubic nonlinearities [J]. Journal of Tianjin University, 2004, 37(11): 970-974. (EI 05088853926) National Natural Science Foundation of China (10372068,10272078).
- [32] [138] Ren Aidi, Zhang Qichang. Numerical analysis on a self-excited two-dimensional airfoil with freeplay model [J]. Journal of Tianjin Institute of Technology, 2004, 20(3): 17-21. National Natural Science Foundation of China (10372068、10272078).
- [33] [137] Zhang Qichang, Hu Lanxia, He Xuejun. Simplest normal form of high·dimensional HoPf bifurcation system [C]. Proceedings of the 7th National Conference on nonlinear dynamics and the 10th National Symposium on nonlinear vibration, Nanjing, 2004: 117-121. National Natural Science Foundation of China (10372068).
- [34] [136] Zhang Qichang, Wang Wei, et al. Trembling marks defect problem of cold tube drawing during the last severa l passes [J]. Journal of Tianjin University, 2005, 38(4): 303-306. (EI 05239147439) Tianjin Natural Science Foundation (023615411).
- [35] [135] Zhang Qichang, Hu Lanxia, He Xuejun. Study on the simplest normal forms of nonresonant double Hopf bifurcation [J]. Journal of Vibration Engineering, 2005, 18(3): 384-388. (EI 05439438841) National Natural Science Foundation of China (10372068).
- [36] [134] Zhang Qichang, Hu Lanxia, He Xuejun. Simplest normal form of high·dimensional HoPf bifurcation system [J]. Journal of Tianjin University, 2005, 38(10): 878-881. (EI 05529617361) National Natural Science Foundation of China (10372068).
- [37] [133] Zhang Qichang, He Xuejun, Hu Lanxia. Computation of the simplest normal form a bifurcation system with parameters [J]. Journal of Vibration Engineering, 2005, 18(4): 495-499. (EI 06079701643) National Natural Science Foundation of China (10372068).
- [38] [132] AD Ren, QC Zhang, LX Zhang. Discussion of solutions supposed forms for method of multiple scales[J]. Journal of naval university of engineering, 2006, 18(1): 11-14.
- [39] [131] Zhang Qichang, He Xuejun, Hao Shuying. Computation of the simplest normal forms for resonant double Hopf bifurcations system based on Lie transform[J]. Transactions of Tianjin University, 2006, 12(3): 180-185. (EI 063310068531).
- [40] [130] YM Ding, QC Zhang. Study on the normal form of Hopf bifurcation system with the inner product method[J]. Journal of Tianjin normal university (Natural science edition), 2006, 26(2): 38-40.
- [41] [129] QC Zhang, SH Hu, W Wang. Computation of the simplest normal form of semi-simple system without central manifold reduction[J]. Journal of Tianjin university, 2006, 39(7): 773-776. (EI 064110165118).
- [42] [128] AD Ren, QC Zhang. The flutter study of a two-dimensional airfoil with asymmetry freeplay[J]. Engineering mechanics, 2006, 23(9): 25-29. (EI 064510228619).
- [43] [127] Wei Wang, Qichang Zhang, Shihua Hu. Study the simplest normal form of a resonant double Hopf bifurcations system[C]. Second International Conference on Dynamics, Vibration and Control, Beijing, China: CSTAM, 2006: 35.
- [44] [126] Ruilan Tian, Qichang Zhang, Xuejun He. Simplest normal form of Hopf bifurcation and adjoint operator method[C]. Second International Conference on Dynamics, Vibration and Control, Beijing, China: CSTAM, 2006: 33, ISTPSCIBIT50 A.
- [45] [125] DM Zhao, QC Zhang. Investigation on reducing vibration of vehicle seat[J]. Journal of Tianjin university of technology, 2006, 22(5): 6-8.
- [46] [124] QC Zhang, SH Hu, W Wang. Simplest normal form for singularity with a pure imaginary pair and double zero eigenvalues[J]. Chinese quarterly of mechanics, 2006, 27(4): 585-590.
- [47] [123] Tian Ruilan, Zhang Qichang, He Xuejun. Calculation of the coefficients of the simplest normal forms of Hopf and generalized Hopf bifurcations[J]. Transactions of Tianjin University, 2007, 13(1): 18-22. (EI 071810576836).
- [48] [122] RL Tian, QC Zhang. The solutions of initial value problems for nonlinear impulsive integro-differential equations in Banach space[J]. Chinese journal of engineering mathematics, 2007, 24(3): 431-436.
- [49] [121] SY Hao, HY Liu, QC Zhang. Study of limit cycle oscillation on nonzero equilibrium points for airfoil with cubic nonlinearities[J]. Journal of Tianjin university of technology, 2007, 23(2): 1-4.
- [50] [120] XY Liu, SY Hao, QC Zhang. Numerical analysis on response of reinforced concrete continuous slab of three-span in fire[J]. Journal of disaster prevention and mitigation engineering, 2007, 27(3): 330-334.
- [51] [119] XY Liu, SY Hao, QC Zhang. Numerical analysis on response of reinforced concrete slab in local fire[J]. Journal of Tianjin university of technology, 2007, 23(4): 43-45.
- [52] [118] SY Hao, W Wang, QC Zhang. Study on the strongly nonlinear oscillation systems with two degrees of freedom by normal form method[J]. Journal of vibration engineering, 2007, 20(4): 422-426. (EI 074110859347).
- [53] [117] R Zhang, QC Zhang, W Wang. Simplest normal form of non-resonance double Hopf bifurcation system with the complex normal form method[J]. Journal of Tianjin university of technology, 2007, 23(4): 6-9.
- [54] [116] QC Zhang, W Wang. Simplest normal form for the singularity of a pair of pure imaginary and a zero eigenvalue system[J]. Journal of Tianjin university, 2007, 40(8): 971-975. (EI 074210875047I).
- [55] [115] SY Hao, XY Liu, QC Zhang. Optimization of thickness of protecting cover for reinforced concrete slabs in fire[J]. Engineering journal of Wuhan university, 2007, 41(6): 78-81.
- [56] [114] BQ Wang, SY Hao, QC Zhang. Benavior analyses of flush end plate connections under fire by finite element method[J]. Journal of Tianjin university of technology, 2008, 24(1): 28-31.
- [57] [113] QC Zhang, XT Li, RL Tian. Study of stability and bifurcation behavior of a car turning wheel shimmy[J]. Journal of vibration and shock, 2008, 27(1): 84-88. (EI 081111147142).
- [58] [112] W Wang, QC Zhang, RL Tian. Asymptotic solutions and bifurcation analysis of the strongly nonlinear oscillation system with two degrees of freedom[J]. Journal of vibration and shock, 2008, 27(5): 130-133 (EI 082611337655).
- [59] [111] XJ He, QC Zhang, CY Zhang, WD Zhang. Nonlinear dynamics study on a kind of galloping problem[J]. Journal of vibration and shock, 2008, 27(6): 41-44 (EI083011402225).
- [60] [110] QC Zhang, RL Tian, W Wang. Chaotic properties of mechanically and electrically coupled nonlinear dynamical systems[J]. ACTA PHYSICA SINICA, 2008, 57(5): 2799-2804 (SCI 306QK; EI 082411313457).
- [61] [109] QC Zhang, W Wang, XJ He. Homoclinic bifurcation of the strongly nonlinear oscillation system by the normal form method[J]. ACTA PHYSICA SINICA, 2008, 57(9): 5384-5389. (Sci: 347VZ) (EI 084211645237).
- [62] [108] Zhang Qichang, Wang Wei, Li Weiyi. Heteroclinic Bifurcation of Strongly Nonlinear Oscillator [J]. Chinese Physics Letter, 2008, 25(5): 1905-1907. (Sci: 306KZ) (EI 10004593).
- [63] [107] Zhang Qichang, Wang Wei, Liu Fuhao. High codimensional static bifurcations of strongly nonlinear oscillator [J]. Chinese Physics B, 2008, 17(11): 4123-4128. (Sci: 376TU) (EI 20091311986232).
- [64] [106] QC Zhang, RL Tian, XT Li. General program of calculating the simplest normal forms for high-dimensional nonlinear dynamical systems[J]. Journal of vibration engineering, 2008, 21(5): 436-440. (EI 20084711727427).
- [65] [105] XJ He, QC Zhang, RL Tian. Nonlinear dynamics of rain-wind-induced vibrations of cables structure[J]. Engineering mechanics, 2008, 25(10): 1-5+18. (EI 20084611708136).
- [66] [104] QC Zhang, W Wang, SY Hao. Research on strongly nonlinear dynamic system by simplest normal form method[J]. Chinese journal of applied mechanics, 2008, 25(4): 698-702. (EI: 20090711907185).
- [67] [103] YM Ding, QC Zhang. Simplest normal forms of generalized codimension-two hopf bifurcations[J]. Journal of vibration engineering, 2008, 21(6): 594-599. (EI: 20090411873608).
- [68] [102] DM Zhao, QC Zhang, XJ He. Investigation of narrow-band random dynamic systems by complex normal form method[J]. Journal of Tianjin University, 2008, 41(3): 267-270. (EI: 20082011256405).
- [69] [101] QC Zhang, CY Zhang, XJ He. Local bifurcation of rain-wind-induced vibration of cable structure[J]. Journal of Tianjin University, 2008, 41(12): 1405-1410. (EI: 20090811916169).
- [70] [100] Wei Wang, Qi-Chang Zhang. Computation of the simplest normal form of a resonant double Hopf bifurcation system with the complex normal form method. Nonlinear Dynamics, 2009, 57(1-2): 219-229. (SCI: 457KO) (EI: 20092612151837).
- [71] [99] AD Ren, LX Zhang, QC Zhang. A chaos analysis of a two-dimensional airfoil with asymmetry freeplay[J]. ACTA AERODYNAMICA SINICA, 2009, 27(1): 88-92. (EI: 20091712051793).
- [72] [98] Zhang Qichang, Tian Ruilan, Wang Wei. Codimension-2 dynamical bifurcation of an electromechanical coupled nonlinear dynamic system[J]. Engineering Mechanics, 2009, 26(1): 216-220. (EI: 20090811916169) Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005).
- [73] [97] He Xuejun, Zhang Qichang, Zhao Deming. Dynamics of periodic and chaotic motion of rain-wind-inducedvibrations of cable structure [J]. Journal of Jilin Unive rsity, 2009, 39(3): 679-685. (EI: 20092212099023) Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005); China Postdoctoral Science Foundation(20080431381).
- [74] [96] Zhao Demin, Zhang Qichang, Wang Wei. Random bifurcation and power spectrum analysis of a 2-dof airfoil with free play nonlinearity in pitch [J]. Journal of Vibration and Shock, 2009, 28(6): 86-89. (EI: 20093012214555) Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005).
- [75] [95] Ding Yumei, Zhang Qichang. Simplest Normal Forms of Generalized Neimark-Sacker Bifurcation [J]. Journal of Tianjin University, 2009, 15(4): 260-265 (EI 20093712305087) Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005); Tianjin University of Science and Technology Research Foundation (20070210).
- [76] [94] Wang Wei, Zhang Qichang, Wang Xuejiao. The application of the undetermined fundamental frequency for analyzing the critical value of chaos [J]. Acta Physica Snica. 2009, 58(8):5162-5107(SCI:486VN) Fund Project: National Natural Science Foundation of China (10872141).
- [77] [93] Zhao Demin, Zhang Qichang, Tan Ying. Random flutter of a 2-DOF nonlinear airfoil in pitch and plunge with freeplay in pitch. Nonlinear Dynamics, 2009, 58(4): 643-654 (EI 20094812512711) (SCI 516NM) Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005).
- [78] [92] Hao Shuying, Zhang Qichang. Crack causes of the engine base of a pressure vesses and countermeasures. Chemical Engineering & Machinery, 2009, 36(2): 135-139 Fund Project: National Natural Science Foundation of China (10872141).
- [79] [91] Ding Yu-mei, Zhang Qi-chang and Zhang Rui-hai. Qualitative analysis of a class of multimolecules saturated reaction dynamical system [J]. Journal of Tianjin university of science & technology, 2009, 24(6):74-78 Fund Project: National Natural Science Foundation of China (10872141); Tianjin University of Science and Technology Research Foundation (20070210).
- [80] [90] Zhang Qi-chang, Wang Wei and Hao Shu-Ying. Shilnikov sense chaos of the PID controller [J]. AIP Conference Proceedings, 2009,1233:1459-1465. (SCI BRL16, EI 11400705) Fund Project: National Natural Science Foundation of China (10872141).
- [81] [89] Zhang Qichang, Li Weiyi, Wang Wei. Static bifurcation of rain-wind-induced vibration of stay cable [J]. Acta Physica Snica, 2010, 59(2): 729-734. Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005).
- [82] [88] Wang Wei, Zhang Qi-Chang, Tian Rui-Lan. Shilnikov sense chaos in a simple three-dimensional system. Chinese Physics B, 2010, 19(3): 030517-030517, (SCI 570GQ), (EI 20101212801312) Fund Project: National Natural Science Foundation of China (10872141).
- [83] [87] Ding Yumei，Zhang Qichang. Bifurcation and chaos analysis of furuta pendulum [J]. Journal of Vibration and Shock, 2010, 29(2): 21-25. (EI 20101612869296) Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005); Tianjin University of Science and Technology Research Foundation (20070210).
- [84] [86] Li Weiyi, Zhang Qichang, He Xuejun. Nonlinear Analysis of In-Plane Motion of Rain-Wind-Induced Vibration of Stay Cable [J]. Journal of Tianjin University, 2010, 43(2): 156-160, (EI 20101212786304) Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005).
- [85] [85] Zhao Demin, Zhang Qichang, Li Weiyi. Analysis bifurcation of 2-DOF crankshaf t-vibration absorber in internal combustion engineering [J]. Journal of Vibratio n Engineering, 2010. 23(1):48-51, EI 20101812907098. Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005); State Key Laboratory of combustion theory of internal combustion engines.
- [86] [84] Wan Haochuan, Zhang Qichang, Wang Wei. Application of comples normal form method in analyzing strongly nonlinear vibration systems with three degrees of freedom [J]. Journal of Vibration and Shock, 2010, 29(8): 189-194. (EI 20104113283517). Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005).
- [87] [83] Wan Haochuan, Zhang Qichang, Wang Wei. The normal form method in strongly nonl inear vibration with three degrees of freedom and coupled in its l inear parts [J]. Journal of Vibration Engineering, 2010, 23(5): 572-577, (EI 20104913466502).
- [88] [82] Zhang Qichang, Li Weiyi, Wang Wei. Nonlinear dynamic behavior of rain-wind-induced vibration of a stay cable [J]. Journal of Vibration and Shock, 2010, 29(4):173-176. (EI 20102312987903). Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005).
- [89] [81] Li Weiyi, Zhang Qichang, Wang Wei. Determination for the exact range of the value of the parameter corresponding to chaos based on the silnikov criterion[J]. Chinese Physics B, 2010, 19(6): 060510 ( SCI：608VG) EI 20102513017612 Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005).
- [90] [80] Liu Fu-Hao, Zhang Qi-Chang, Tan Ying. Analysis of high codimensional bifurcation and chaos for the quad bundle conductor's galloping [J]. Chinese Physics Letter, 2010, 27(4): 044702 (SCI 577EC) National Natural Science Foundation of China (10872141); and (2007CB714000).
- [91] [79] Liu Fu-Hao, Zhang Qi-Chang, Wang Wei. Analysis of hysteretic strongly nonlinearity for quad iced bundle conductors [J]. Chinese Physics Letter, 2010, 27(3): 034703 (SCI 566 NA) Fund Project: National Natural Science Foundation of China (10872141); Special research fund for doctoral programs of Ministry of Education (20060056005).
- [92] [78] Zhao, De-Min, Zhang, Qi-Chang. Bifurcation and chaos analysis for aeroelastic airfoil with freeplay structural nonlinearity in pitch [J]. Chinese Physics B, 2010, 19(3):030518 (EI 20101212801313) (SCI 570GQ).
- [93] [77] Ding Yumei, Zhang Qichang. Impulsive homoclinic chaos in Van der Pol Jerk system[J]. Transactions of Tianjin University, 2010, 16(6): 457-460 (EI 20110513636074).
- [94] [76] Wang Wei, Zhang Qi-Chang and Feng Jing-Jing, Dynamic bifurcations of strongly nonlinear oscillator induced by parameteric and external excitation [J]. Science in China Series E, 2011, 54(8): 1986-1991（SCI 802LO, EI 12086942 A） Fund Project: National Natural Science Foundation of China (10872141).
- [95] [75] Zhang Qichang, Feng Jingjing, Wang Wei. The construction of homoclinic and heteroclinic orbit in two-dimentsional nonlinear systems based on the quasi-Pade approximation. Chinese Journal of Theoretical and Applied Mechanics [J], 2011, 43(05): 914-921. (Fund Project: National Natural Science Foundation of China (11072168; 10872141) ; Major national R&D projects (20 09Z X o 400 1-04 1-02 ) ; Supported by the independent innovation fund of Tianjin University).
- [96] [74] Feng Jingjing, Zhang Qichang and Wang Wei. The construction of homoclinic and heteroclinic orbitals in asymmetric strongly nonlinear systems based on the Pad'e approximant [J]. China physics B, 2011, 20(9):090202-5, SCI 834 MG, EI 12310299. Fund Project: National Natural Science Foundation of China (11072168; 10872141).
- [97] [73] Liu Haiying, Zhang Qichang, Hao Shuying. A study on galloping for iced quad-bundled conductor [J]. Journal of Vibratio n Engineering，2011, 24(3): 235-239. Fund Project: National Natural Science Foundation of China (11072168; 10872141); Tianjin Natural Science Foundation of China (11JCYBJC05800).
- [98] [72] He Xuejun, Zhang Liangxin, Zhang Qichang. The In-Plane Vibration of Three-Degree-of-Freedom Model of the Highline Cable of Alongside Replenishment System [C]. The Thirteenth National Symposium on nonlinear vibration and the Tenth National Symposium on nonlinear dynamics and motion stability, Tianjin China, 2011, 611-616.
- [99] [71] Feng Jingjing, Zhang Qichang, Wang Wei. A class Pade approximation method for heteroclinic orbits of two dimensional nonlinear vibration systems [C]. The Thirteenth National Symposium on nonlinear vibration and the Tenth National Symposium on nonlinear dynamics and motion stability , Tianjin China , 2011，1275-1285.
- [100] [70] Zhang Qichang, Zhao Qiangwei, Wang Wei. Universal solving program and its Application in a strongly nonlinear oscillation system [J]. Journal of Vibration and Shock,2012, (8): 1-4.
- [101] [69] Zhou Kuntao, Hao Shuying, Liu Jun, Zhang Qichang. Influence of conductor structure and loads on galloping of a transmission line [J]. Journal of Vibration and Shock, 2012, (1): 116-120.
- [102] [68] Wang Wei, Zhang Qichang, Jin Gang. The analytical reduction of the Kirchhoff thin elastic rod model with asymmetric cross section [J]. Acta Phys. Sin, 2012, 61(6): 352-357.
- [103] [67] Zhang Qichang, Fei Jie, Feng Jingjing. Vibration characteristic analysis of thin cylindrical shell excited by pulsating flow [J]. Journal of Vibration and Shock, 2012, (15): 1-5.
- [104] [66] Feng Jingjing, Zhang Qichang, Wang Wei. Chaos of several typical asymmetric systems. Chaos[J]. Solitons & Fractals, 2012, 45(7): 950-958.
- [105] [65] Qizhi Xie, Qichang Zhang, Stability Predictions of Milling with Variable Spindle Speed Using an Improved Semi-Discretization Method [J]. Mathematics and Computers in Simulation, Mathematics and Computers in Simulation, 2012, 85(11): 78–89 Fund Project: National Natural Science Foundation of China (11072168; 10872141) Signature unit: School of Mechanical Engineering, Tianjin University.
- [106] [64] Qizhi Xie, Qichang Zhang, Jianxin Han, Hopf bifurcation for delay differential equation with application to machine tool chatter [J]. Applied Mathematical Modelling 2012, 36(8): 3803-3812. Fund Project: National Natural Science Foundation of China (11072168; 10872141) Signature unit: School of Mechanical Engineering, Tianjin University.
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