基于幂律模型的聚合物水基泥浆环空压力损失预测

G. Kheir, Ahmed el Gibaly, M. Farahat
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引用次数: 1

摘要

井底压力(BHP)的确定对于钻井作业的成功与否至关重要,尤其是在致密钻井窗口环境下。当使用控压钻井(MPD)等非常规钻井技术进行井底压力接近平衡的钻井时,计算变得更加重要。虽然随钻压力(PWD)技术可以提供井底压力的测量值,但它非常昂贵,并且需要循环传输读数。此外,如果工具发生故障,需要花费大量的时间钻出井外更换工具,特别是在深井钻井中。本文采用Bingham、Power-Law、herschl - bulkley和API RP13D流变模型计算了聚合物水基泥浆(WBM)在深井中的环空压力损失(APL)。在环空压力损失计算中,对沿井筒15个点的APL进行了模型计算值与pwd实测值的对比研究。幂律模型不存在屈服应力,是聚合物水基泥浆的最佳流变模型。幂律模型的平均误差为35psi,在钻井作业的大部分时间内是可以容忍的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Annular Pressure Losses Prediction Using Power-Law Model with Polymer Water-Base Mud
Bottomhole Pressure (BHP) determination is quite crucial in the success of the drilling operations, especially on tight-drilling window environment. The calculation becomes much more critical when drilling with near-balance bottomhole pressure on the unconventional drilling techniques like Managed Pressure Drilling (MPD). Although Pressure-While-Drilling (PWD) technology can provide measured values of Bottomhole Pressure, it is so expensive and needs circulation to convey readings. Also, in case of tool failure, it consumes a lot of time to trip out of hole in order to change the tool, especially on deep-well drilling. On this paper, Bingham, Power-Law, Herschel-Bulkley and API RP13D rheological models have been utilized to calculate the Annular Pressure Loss (APL) on a deep well with polymer Water-Base Mud (WBM). A comparative study between model-calculated and PWD-measured values of APL for 15 points along the wellbore was conducted on the calculation of Annular Pressure Loss. Power-Law model was found the most optimum rheological model for polymer Water-Base Mud, due to exhibiting no Yield Stress. Power-law model gave 35 psi average error which can be tolerated most of the time during drilling operations.
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