钻柱模拟器:一种新型的粘滑和钻头弹跳振动软件模型

Baik Jin Kim, A. Palazzolo, Mohamed Gharib
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引用次数: 1

摘要

钻柱振动会严重损害其机械完整性,并显著降低整体作业效率。振动通常是由于钻头和地层(岩石)之间产生的接触力和力矩引起的。这些都是由于切割和摩擦相关的作用而发生的。文献中有各种比特-岩石相互作用BRI模型,这些模型可能具有时间延迟和非线性项。时间延迟项是由垂直振动对每转切割深度的调制引起的。参与振动的主要惯性是底部钻具组合BHA,由钻头、仪表和动力短节、钻铤和稳定器组成。控制底部钻具组合的振动对于防止破坏性振动至关重要,这种振动可能会破坏管柱,使钻头变钝,降低井眼轨迹和钻进速度。最严重的振动类型包括粘滑、钻头反弹和横向旋转。粘滑是由于摩擦引起的钻头交替停钻,当钻杆在上入过程中产生足够的扭矩时,粘滑就会释放。由于轴向振动对切削力和扭矩的调节,扭矩和轴向力的时间延迟导致钻头弹跳。最后,横向旋转是由BHA与井筒横向接触点处的摩擦引起的。考虑到所涉及的大阶模型以及BRI力和力矩的性质,对这些复杂的非线性自激振动进行建模是一项挑战。本文提供了一种系统的方法,可以高保真、高效地精确模拟钻柱振动。这是通过使用基于Timoshenko梁的有限元模型FEM实现的,并通过包含Detournay BRI模型的示例进行了说明。高精度代码需要用户友好的界面才能有效地用于现场和设计使用。本文还提供了代码的求解建模组件和用户界面组件的编程算法和方法。
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Drillstring Simulator: A Novel Software Model for Stick–Slip And Bit-Bounce Vibrations
Drillstring vibration can be highly detrimental to its mechanical integrity, and significantly reduce overall operational efficiency. Vibrations often arise due to the contact force and moment arising at the bit and formation (rock). These occur due to cutting and friction related actions. The literature has various bit-rock interaction BRI models, which may have time delay and nonlinear terms. The time delay term arises from modulation of the depth of cut per revolution by the vertical vibrations. A major inertia participating in the vibrations is the bottom hole assembly BHA, consisting of the bit, instrumentation and power subs, drill collar and stabilizers. Control of the BHA vibrations is imperative to prevent destructive vibration that may break the pipe, dull the bit and diminish hole trajectory and rate of penetration. The most severe vibration types include stick-slip, bit-bounce and lateral whirl. Stick-slip is caused by the alternate stopping of the bit due to friction and its release when the drillpipes produces a sufficient torque as it winds up. Bit-bounce occurs due to time delay in the torque and axial force due to modulation of the cutting force and torque by axial vibration. Finally, lateral whirl results from friction occurring at lateral contact points of the BHA and wellbore. Modelling of these complex, nonlinear, self-excited vibrations is a challenge given the large order models involved and nature of the BRI forces and moments. The paper provides a systematic means to accurately simulate drillstring vibrations with high fidelity and efficiency. This is achieved using a Timoshenko beam based finite element model FEM, and is illustrated with an example containing the Detournay BRI model. High accuracy codes need user friendly interfaces to be effective for field and design use. The paper also provides algorithms and methods for programming the solution-modelling component of the code, and the user interface component.
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