[1] FERRARI F A,VIANA R L,LOPES S R,et al. Phase synchronization of coupled bursting neurons and the generalized Kuramoto model[J]. Neural Netw,2015,66:107-118. [2] YADAV V K,DAS S,BHADAURIA B S,et al. Stability analysis,chaos control of a fractional order chaotic chemical reactor system and its function projective synchronization with parametric uncertainties[J]. Chinese J. Phys.,2017,55(3):594-605. [3] PARRIAUX J,MILLéRIOUX G. A constructive approach for the design of self-synchronizing dynamical systems:an application to communications[C]. 18th IFAC World Congress,IFAC WC'2011,Aug 2011,Italy.pp.CDROM. hal-00655582. [4] HUYGENS C. Horologium oscilatorium[J]. Paris,Frence,1673. [5] BLEKHMAN II. Synchronization in Science and Technology[M]. New York:ASME Press,1988. [6] BLEKHMAN II. Vibrational mechanics[M]. World Scientific Publishing Co. Pte. Ltd,2002. [7] BLEKHMAN II,INDEITSEV DA,FRADKOV AL. Slow motions in systems with inertially excited vibrations[J]. IFAC Proceedings Volumes,2007,40(14):126-131. [8] BLEKHMAN II,LANDA PS,ROSENBLUM MG. Synchronization and chaotization in interacting dynamical systems[J]. Applied Mechanics Reviews,1995,48(11):733-752. [9] BLEKHMAN II,VASIL'KOV VB,YAROSHEVICH NP. On some opportunities for improving vibration machines with self-synchronizing inert vibration exciters[J]. Journal of Machinery Manufacture& Reliability,2013,42(3):192-195. [10] 方潘,侯勇俊,张丽萍,等.转子耦合摆系统的同步行为理论研究[J].物理学报,2016(1):254-265. FANG Pan,HOU Yongjun,ZHANG Liping,et al. Synchronous behavior of a rotor-pendulum system[J]. China Academic Journal Electronic,2016(1):254-265. [11] FANG Pan,HOU Yongjun,DU Mingjun. Synchronization behavior of triple-rotor-pendula system in a dual-super-far resonance system[J]. P. I. Mech. Eng. C-J Mec,2019,233(5):1620-1640. [12] ZHANG Xueliang,WEN Bangchun,ZHAO Chunyu. Theoretical study on synchronization of two exciters in a nonlinear vibrating system with multiple resonant types[J]. Nonlinear Dynamics,2016,85(1):141-154. [13] ZHANG Xueliang,WEN Bangchun,ZHAO Chunyu. Vibratory synchronization and coupling dynamic characteristics of multiple unbalanced rotors on a mass-spring rigid base[J]. International Journal of Non-Linear Mechanics,2014,60(2):1-8. [14] 侯勇俊,杜明俊,王钰文,等.基于弹性耦合的三激振电机椭圆振动筛:中国, 2015102274176[P]. 2015-05-07. HOU Yongjun,DU Mingjun,WANG Yuwen, et al. An elliptic vibrating screen of tri-excited motor based on elastic coupling:China, 2015102274176[P]. 2015-05-07. [15] HOU Yongjun,DU Mingjun,FANG Pan,et al. Synchronization and stability of an elastically coupled tri-rotor vibration system[J]. Journal of Theoretical and Applied Mechanics,2017,55(1):227-240. [16] 杜明俊.基于弹性耦合的三激振电机椭圆振动筛动力学研究[D].成都:西南石油大学,2017. DU Mingjun. Investigation on dynamics of an elastically coupled tri-Rotor vibration system[D]. Chengdu:Southwest Petroleum University,2017. [17] 倪振华.振动力学[M].西安:西安交通大学出版社,1989. NI Zhenhua. vibration mechanics[M]. Xi'an:Xi'an Jiaotong University Press,1989. [18] ZHAO Chunyu. Self-synchronization theory of a vibrating system with two-motor drives rotating in opposite directions[J]. Journal of Mechanical Engineering,2009,45(9):24-30. [19] 闻邦椿,赵春雨.工程中的振动同步与控制同步[M].北京:科学出版社,2009. WEN Bangchun,ZHAO Chunyu. Vibratory synchronization and controlled synchronization in engineering[M]. Beijing:Science Press,2009. [20] 闻邦椿.振动机械理论、技术及其应用(M).北京:科学出版社,2010. WEN Bangchun. Theory and techniques of vibrating machinery and their applications[M]. Beijing:Science Press,2010. |