推力对凿岩机性能的影响冲击钻井的计算机模拟(第二次报告)。

S. Okubo
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引用次数: 3

摘要

此前,大久保和西松(1991)提出了钻井模型,并开发了能够模拟连续钻井过程的计算机程序。基于一维应力波理论对由钻体、活塞、钻杆和钻头组成的模型进行了分析。假设钻头与岩石界面存在滞回力-贯入曲线。本文对某重型150kg级漂流船进行了综合仿真研究。特别注意澄清推力对钻岩性能的影响,如钻速、活塞行程、活塞速度、杆内弹性波。在2000多种条件下进行了计算,包括推力、钻头/岩石界面参数和钻/杆界面衰减速率。建议适当的推力Fth_apl如下:f -apl = Aback·pback - front·Pfront,其中“A”为有效截面积,“P”为压力。下标' back '和' front '分别表示后面和前面的圆柱体。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effects of Thrust on Rock-Drill Performance. Computer simulation of percussive drilling (2nd Report).
A drilling model was previously proposed by Okubo and Nishimatsu (1991), and a computer program which had capability to simulate continuous drilling-process was also developed bythem. The model which consists of a drill-body, a piston, a rod and a bit was analyzed based on the one-dimensional stress-wave theory. A force-penetration curve with hysteresis was assumed for bit/rock interface.In this study, comprehensive simulation for a heavy drifter of 150 kg-class was carried out. Special care was taken to clarify the effect of thrust on rock-drilling performance such as penetration rate, piston stroke, piston velocity, elastic wave in rod. Calculation was performed under more than two-thousand conditions changing thrust, bit/rock interface parameters and attenuation rate on drill/rod interface.An appropriate thrust, Fth_apl, was proposed as follows; Fth-apl≅Aback·Pback-Afront·Pfront, Where ‘A’ denotes effective cross-sectional area, and ‘P’ pressure. Subscripts ‘back’ and ‘front’ indicate back and front cylinders, respectively.
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