论文:2019,Vol:37,Issue(4):802-808
引用本文:
付蒙, 李江红, 赵艾奇, 吴亚锋, 陈祖豪, 章浩伟. 油气井钻柱系统非线性自激振动机理研究[J]. 西北工业大学学报
FU Meng, LI Jianghong, ZHAO Aiqi, WU Yafeng, CHEN Zuhao, ZHANG Haowei. Nonlinear Self-Excited Vibration Mechanism for Under-Actuated Oil-Well Drilling System with Stick-Slip Vibration[J]. Northwestern polytechnical university

油气井钻柱系统非线性自激振动机理研究
付蒙1,2, 李江红1, 赵艾奇3, 吴亚锋1, 陈祖豪4, 章浩伟5
1. 西北工业大学 动力与能源学院, 陕西 西安 710072;
2. 北京动力机械研究所, 北京 100074;
3. 中国船舶工业系统工程研究院, 北京 100094;
4. 西安交通大学 电子与信息工程学院, 陕西 西安 710049;
5. 西北工业大学 航天学院, 陕西 西安 710072
摘要:
油气井钻柱系统受到外部扰动容易引发非线性自激振动。以钻柱黏滑振动为例,建立了钻具与岩石间的非线性扰动扭矩模型及钻柱系统双自由度集中参数模型。首次提出了钻柱系统的等效阻尼扭矩公式和相对于平衡位置的能量公式,揭示了等效阻尼扭矩对激发钻柱黏滑振动所起的作用,探索了发生黏滑振动时钻柱系统能量的变化规律,分析了钻柱系统的非线性自激振动机理。仿真结果表明,在非线性扰动的作用下,钻柱系统出现负阻尼,等效阻尼扭矩对系统做正功,系统从外界吸收振动能量,破坏了系统平衡点的稳定性。钻具转速反馈作用调节能量输入使钻柱系统维持不衰减的持续振动,每个振动周期内系统输入的能量等于系统耗散的能量。钻具转速振幅较小时能量增加,转速振幅较大时能量减少,且钻柱系统吸收的能量主要转化为系统的势能。
关键词:    钻柱系统    黏滑振动    等效阻尼扭矩    非线性自激振动    能量   
Nonlinear Self-Excited Vibration Mechanism for Under-Actuated Oil-Well Drilling System with Stick-Slip Vibration
FU Meng1,2, LI Jianghong1, ZHAO Aiqi3, WU Yafeng1, CHEN Zuhao4, ZHANG Haowei5
1. School of Power and Energy, Northwestern Polytechnical University, Xi'an 710072, China;
2. Beijing Power Machinery Institute, Beijing 100074, China;
3. Systems Engineering Research Institute, China State Shipbuilding Corporation, Beijing 100094, China;
4. Faculty of Electronic and Information Engineering, Xi'an Jiaotong University, Xi'an 710049, China;
5. School of Astronautics, Northwestern Polytechnical University, Xi'an 710072, China
Abstract:
Exploration of oil or gas wells is usually carried out by using drilling system. When the kilometers of drilling system is externally disturbed, the drilling system is prone to undesired stick-slip vibration of the drill-string. The stick-slip vibration of the drill-string belongs to the nonlinear self-excited vibration. In order to study the vibration mechanism, the model for the nonlinear torque on the bit by using Karnopp friction model and the two degrees of freedom model for drilling system were established. The equivalent damping torque formula and the energy variation formula of the drilling system were proposed. The mechanism of the nonlinear self-excited vibration of the drilling system was explained. The simulation results indicated that the stick-slip vibration of the drill-string was caused by the negative value of the equivalent damping force of the drilling system. The equivalent damping torque made the positive work on the system, so that the system absorbed the vibration energy from the outside, which destroyed the stability of the system equilibrium point. The feedback effect in the speed of the drill-bit regulates the system energy to maintain constant vibration without attenuation. In each vibration cycle, the energy input by the system is equal to the energy dissipated by the system. The energy absorbed by the drilling system is mainly converted into the potential energy.
Key words:    drill string    stick-slip vibration    equivalent damping force    self-excited vibration    energy   
收稿日期: 2018-09-26     修回日期:
DOI: 10.1051/jnwpu/20193740802
通讯作者:     Email:
作者简介: 付蒙(1987-),西北工业大学博士研究生,主要从事热工程信息处理,旋转机械的故障诊断、测试及状态检测研究。
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参考文献:
[1] 刘延柱, 陈立群. 非线性振动[M]. 北京:高等教育出版社, 2001 LIU Yanzhu, CHEN Liqun. Nonlinear Vibrations[M]. Beijing, Higher Education Press, 2001(in Chinese)
[2] PAVKOVIC D, DEUR J, LISAC A. A Torque Estimator-Based Control Strategy for Oil-Well Drill-String Torsional Vibrations Active Damping Including an Auto-Tuning Algorithm[J]. Control Engineering Practice, 2011, 19(8):836-850
[3] BRETT J F. The Genesis of Torsional Drillstring Vibrations[J]. SPE Drilling Engeering, 1992, 7(3):168-174
[4] SERRARENS A F A, VAN DE MOLENGRAFT M J G, KOK J J, et al. H Control for Suppressing Stick-Slip in Oil Well Drill Strings[J]. IEEE Control Systems, 1998, 18(2):19-30
[5] RICHARD T, GERMAY C, DETOURNAY E. A Simplified Model to Explore the Root Cause of Stick-Slip Vibrations in Drilling Systems with Drag Bits[J]. Journal of Sound and Vibration, 2007, 305(3):432-456
[6] JANSEN J D, VAN DEN STEEN L. Active Damping of Self-Excited Torsional Vibrations in Oil Well Drillstrings[J]. Journal of Sound and Vibration, 1995, 179(4):647-668
[7] MIHAJLOVI N, VAN DE WOUW N, HENDRIKS M, et al. Friction-Induced Limit Cycling in Flexible Rotor Systems:an Experimental Drill-String Set-Up[J]. Nonlinear Dynamics, 2005, 46(3):273-291
[8] 付蒙, 李江红, 吴亚锋,等. 钻柱黏滑振动特性仿真与产生机理分析[J]. 西工大学报, 2016, 34(3):467-472 FU Meng, LI Jianghong, WU Yafeng, et al. Characteristic Simulation and Mechanisms Analysis for Drill-Strings Stick-Slip Vibration[J]. Journal of Northwestern Polytechnical University, 2016, 34(3):467-472(in Chinese)
[9] 祝效华, 胡志强. 基于钻具破岩钻进的下部钻具横向振动特性研究[J]. 振动与冲击, 2014, 33(17):90-93 ZHU Xiaohua, HU Zhiqiang. Lateral Vibration Characteristics Analysis of a Bottom Hole Assembly Based on Interaction between Bit and Rock[J]. Journal of vibration and shock, 2014, 33(17):90-93(in Chinese)
[10] 刘永升, 高德利, 王镇全,等. 斜直井眼中钻柱横向动态运动非线性模型研究[J]. 振动与冲击, 2017, 36(24):1-6 LIU Yongsheng, GAO Deli, WANG Zhenquan, et al. Nonlinear Dynamic Model of Drill-String Transverse Motion in a Deviated Well[J]. Journal of Vibration and Shock, 2017, 36(24):1-6(in Chinese)
[11] Karnopp D. Computer Simulation of Stick-Slip Friction in Mechanical Dynamic Systems[J]. Journal of Dynamic Systems Measurement and Control, 1985, 107:101-103
[12] NANDAKUMAR K, WIERCIGROCH M. Stability Analysis of a State Dependent Delayed, Coupled Two DOF Model of Drill-String Vibration[J]. Journal of Sound and Vibration, 2013, 332(10):2575-2592