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Spatial Transverse Vibration Simulation Model of Axially Moving Sucker Rod String under the Excitation of Curved Borehole

机译:弯曲钻孔激发下轴向移动吸盘杆串的空间横向振动仿真模型

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The mechanical model of transverse vibration of sucker rod string (SRS) in directional well is simplified to the transverse vibration model of longitudinal and transverse curved beam with initial bending under borehole constraints. In this paper, besides considering the excitation of alternating axial load on the transverse vibration of SRS, it is proposed for the first time that curved borehole is also the main excitation for the transverse vibration when the SRS moves reciprocating axially in the borehole. Based on the elastic body vibration theory, the transverse vibration mathematical model of SRS with initial bending under borehole constraints is established. In this model, the curved borehole excitation caused by the axial motion and the alternating axial load excitation is considered. Besides, the elastic collision theory is applied to describe the constraint of tube on the SRS transverse vibration in this model. Then the fourth-order Runge–Kutta method is used to calculate the transverse vibration of SRS in directional wells. The simulation results show the following: (1) The simulation results of the three simulation models in this paper are different. The results indicate that the curved borehole excitation caused by the axial motion and the alternating axial load excitation is the main excitation for the SRS transverse vibration. (2) In directional wells, the rod and tube contact along the well depth, and the dangerous sections locate at the deviation section of the borehole and the compression section of the rod. On the whole, the contact force between rod and tube in deviation section of borehole is larger. The transverse vibration of the compression section of the rod is the most violent.
机译:方向孔的吸盘杆串(SRS)横向振动的机械模型被简化到纵向横向横向梁的横向振动模型,横向横向横向梁在钻孔约束下初始弯曲。在本文中,除了考虑SRS的横向振动上交替轴向载荷的激发外,弯曲钻孔的第一次提出了当Srs在钻孔中轴向移动时的横向振动的主要激励。基于弹性体振动理论,建立了钻孔约束下初始弯曲的SRS横向振动数学模型。在该模型中,考虑由轴向运动和交替轴向载荷激发引起的弯曲钻孔激发。此外,弹性碰撞理论应用于描述该模型中SRS横向振动的管的约束。然后,第四阶runge-kutta方法用于计算方向井中Srs的横向振动。仿真结果表明:(1)本文三种仿真模型的仿真结果不同。结果表明,由轴向运动和交替的轴向载荷激发引起的弯曲钻孔激发是SRS横向振动的主要激励。 (2)在方向井,杆和管沿孔深度接触,危险部分位于钻孔的偏离部分和杆的压缩部分处。总的来说,钻孔偏差部分之间的杆和管之间的接触力更大。杆的压缩部分的横向振动是最暴力的。

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