利用地面和井下温度计数据实时计算井底注入温度

V. Pandey
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引用次数: 0

摘要

在水力压裂或酸性压裂处理过程中,激发液的功效和性能在很大程度上取决于激发液进入裂缝时的井底注入温度。本研究的重点是根据现有测量数据计算注入温度,以帮助选择和设计油井致裂作业所需的流体。无论是酸性还是支撑压裂,在油井增产处理过程中,射孔处的注入温度都是流体选择过程的起点之一。在酸液压裂中,不准确的估计会导致酸液选择的错误,从而造成油井刺激不足,或者在最坏的情况下损坏油管,导致昂贵的修井作业。在支撑压裂处理中,对井筒温度的不准确估计会导致:(a)流体交联过早或延迟,从而导致流体剪切降解,甚至过早筛除;(b)如果交联过度延迟,处理压力会高于预期,从而导致马力需求增加;(c)由于过于保守的处理设计而导致筛除或劣质刺激。因此,精确的温度估计是必要的。Carslaw 和 Jager(1959 年)对无限径向系统中的瞬态热传导做出了原创性贡献,对注入过程中井筒内的温度分布和温度曲线预测进行了深入研究和记录(Ramey,1962 年;Wu 和 Pruess,1990 年;Hagoort,2004 年;Hassan 等人,2005 年)。目前的研究使用通常远离射孔的测量仪记录的温度测量值,作为校准整个系统传热系数的输入。随后,根据油井构造细节和注入计划,预测射孔处的温度。如果有实时的处理数据,计算可以在实时模式下进行。本文讨论了相关理论和计算引擎的开发,该引擎可在校准输入数据后预测井筒温度。虽然可以对井筒的任何深度进行预测,但重点是射孔深度的温度。在较浅的深度,计算出的注入温度与测量值不同,这表明测量温度并不能准确代表射孔处的注入温度。因此,正确的估算对处理的成功至关重要,这样才能调整流体性质,使其符合要求,甚至有助于优化增产程序。借助在较浅深度测得的温度来预测注入点的井底温度是一种独特的方法,其结果比单纯基于一般假设的预测更为准确。新开发的方法可应用于任何可以测量温度的激励处理。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Real Time Calculation of Bottomhole Injection Temperature Using Surface and Downhole Temperature Gauge Data
During hydraulic fracturing or acid fracturing treatments, the efficacy and performance of the stimulation fluid largely depends on the bottomhole injection temperatures to which the fluid is exposed as it enters the fracture. This study focuses on calculation of injection temperatures from available measurements to aid in the fluid selection and design for well stimulation operations. Injection temperatures at the perforations during well stimulation treatment, is one of the starting points in fluid selection processes, be it acid or propped fracturing stimulation. In acid fracturing, inaccurate estimation can lead to incorrect selection of acid which can result in either an under-stimulated well, or in worst case, damage to the tubular goods resulting in expensive workover operations. In case of propped fracturing treatments, inaccurate estimation of wellbore temperatures can result in (a) an early or delayed cross-linking of fluid which can lead to shear-degradation of fluid or even a premature screen out, (b) higher than expected treatment pressures if cross-linking is delayed excessively leading to increased horsepower requirements and, (c) screen out or inferior stimulation due to overly conservative treatment designs. Accurate temperature estimates are thus a necessity. The temperature distribution and prediction of temperature profile in the wellbore during injection process has been well studied and documented (Ramey, 1962; Wu and Pruess, 1990; Hagoort, 2004; Hassan et al. 2005) with original contributions by Carslaw and Jager (1959) on transient heat conduction in an infinite radial system. The current study uses temperature measurements, recorded by gauges that are typically located far away from the perforations, as inputs for the calibration of overall system heat transfer coefficient. Subsequently, based on well construction details and injection schedule, temperatures at perforations are predicted. The calculation can be carried out in a live mode if the treatment data is available in real time. The paper discusses the pertinent theory and development of a calculation engine that can predict temperatures in the wellbore after calibration of the input data. Though predictions can be made for any depth in the wellbore, the focus is on the temperatures that exist at the perforation depths. The calculated injection temperatures were found to be different than measured values at shallower depths indicating that gauge temperature does not accurately represent injection temperatures at the perforations. Correct estimation is thus critical to the success of the treatment so that fluid properties can be adjusted and tailored to meet the requirements, and even possibly assist in optimizing the stimulation program. Prediction of bottomhole temperatures at the injection point obtained with the help of temperatures measured at shallower depths is a unique approach and produces more accurate results than mere predictions based on generic assumptions. The newly developed approach can be applied to any stimulation treatment where temperature measurements are available.
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