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An approach for efficient analysis of drill-string random vibrations.

机译:一种有效分析钻柱随机振动的方法。

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Lateral vibrations are widely recognized as the leading cause of drill-string failures in oil well operations. The finite elements method formulation is used for the mathematical modelling. Due to the erratic nature of the forces at the drill-bit, a stochastic dynamics approach is followed. Both the method of statistical linearization, and the Monte Carlo method are used to analyze the system dynamics. Numerical results pertaining to data obtained by measurement while drilling tools are presented. The significance of the present study, over studies available in the literature, hinges upon the computational efficiency of the adopted piecewise linear model of the drill-string—well formation interaction and the derivation of information on the probability density function, and the power spectrum of the erratic drill-string motion. It is expected that this study will enhance the interest in using stochastic dynamics techniques in drilling system analysis and design.
机译:横向振动被广泛认为是油井作业中钻柱故障的主要原因。有限元方法公式用于数学建模。由于钻头上力的不稳定特性,因此采用了随机动力学方法。统计线性化方法和蒙特卡洛方法均用于分析系统动力学。给出了与随钻工具测量获得的数据有关的数值结果。相对于文献中已有的研究,本研究的意义在于所采用的钻柱-井地层相互作用的分段线性模型的计算效率以及关于概率密度函数的信息推导以及钻柱运动不稳定。预计这项研究将增加在钻井系统分析和设计中使用随机动力学技术的兴趣。

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