On Nonlinear Spatial Vibrations of Rotating Drill Strings under the Effect of a Fluid Flow

Q3 Engineering
A. Kudaibergenov, A. Kudaibergenov, L. Khajiyeva
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引用次数: 0

Abstract

In this article, the development and subsequent numerical analysis of a nonlinear mathematical model of the drill-string dynamics taking into account the effect of a drilling fluid flow and the gravitational energy of the system is carried out. Spatial lateral vibrations of the drill string modeled as a rotating elastic rod are studied. The developed nonlinear model generalizes and refines the well-known linear models of rod vibrations with the considered effect. The obtained numerical results demonstrate the influence of geometric nonlinearity, the gravitational energy of the drilling system, additional Coriolis and centrifugal forces as well as the parameters of the fluid flow on spatial vibrations of the drill strings. It allows for giving some recommendations on the choice of the drilling system parameters for ensuring safe drilling operations.
流体作用下旋转钻柱的非线性空间振动
在本文中,考虑到钻井液流动和系统重力能的影响,开发了钻柱动力学的非线性数学模型,并随后进行了数值分析。研究了模拟为旋转弹性杆的钻柱的空间横向振动。所建立的非线性模型在考虑效应的情况下推广和完善了众所周知的杆件振动线性模型。所获得的数值结果证明了几何非线性、钻井系统的重力能、额外的科里奥利力和离心力以及流体流动参数对钻柱空间振动的影响。它允许就钻井系统参数的选择提出一些建议,以确保钻井作业的安全。
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来源期刊
WSEAS Transactions on Applied and Theoretical Mechanics
WSEAS Transactions on Applied and Theoretical Mechanics Engineering-Computational Mechanics
CiteScore
1.30
自引率
0.00%
发文量
21
期刊介绍: WSEAS Transactions on Applied and Theoretical Mechanics publishes original research papers relating to computational and experimental mechanics. We aim to bring important work to a wide international audience and therefore only publish papers of exceptional scientific value that advance our understanding of these particular areas. The research presented must transcend the limits of case studies, while both experimental and theoretical studies are accepted. It is a multi-disciplinary journal and therefore its content mirrors the diverse interests and approaches of scholars involved with fluid-structure interaction, impact and multibody dynamics, nonlinear dynamics, structural dynamics and related areas. We also welcome scholarly contributions from officials with government agencies, international agencies, and non-governmental organizations.
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