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Design and Application of Drilling Fluids for HPHT Well - A Case Study of Mafia Field

机译:HPHT钻井液的设计与应用 - 以黑手党领域为例

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It is very important to design a stable mud system for any detailed drilling programs. Application of the best practices and well planned engineering field execution is critical in drilling and completing HPHT wells in a cost effective manner and minimal operational problems. Conventional mud designs and test equipment fell short of addressing the inherent problems associated with HPHT wells. In this study, the conventional practices in mud design were reviewed and advances in design for best practices developed for Mafia field. Many of the conventional practices were actually found to be inadequate for HPHT drilling. This paper present techniques on determining and applying mud properties at HPHT deep wells through a rigorous laboratory test and mathematical equations to generate detailed engineering guidelines for HPHT drilling fluids .Water based mud were formulated with special additives at temperature between 250-500oF and 5,000-10,000 psi to check for its stability under such elevated temperature and pressure. A standard temperature concept used for controlling the surface mud weight was defined. With the actual field results from the Mafia field, model equations were developed and the sensitivity analysis done to show the relative influence of pressure and temperature on the drilling fluids using the spider and tornado plots . The model equations derived from the multiple regression analysis were used to predict and rank the best rheological properties for the field , thereby saving the time and rigors associated with laboratory experiments.
机译:为任何详细的钻井计划设计一个稳定的泥浆系统非常重要。在钻井和完成HPHT井中以经济有效的方式和最小的操作问题,在钻井和完成HPHT井中的应用是至关重要的。传统的泥浆设计和测试设备缺乏解决与HPHT井相关的固有问题。在这项研究中,审查了泥浆设计的传统实践,并对黑手党领域开发的最佳实践的设计进展。实际上发现许多传统实践对于HPHT钻井不足。本文通过严格的实验室测试和数学方程来确定和施加HPHT深井的泥浆特性的技术,以产生HPHT钻井液的详细工程指南。水分在250-500of之间的温度下配制水水泥浆,5000-10,000 PSI在这种升高的温度和压力下检查其稳定性。定义了用于控制表面泥浆重量的标准温度概念。利用黑手党场地的实际场所产生,开发了模型方程,对使用蜘蛛和龙卷风图显示了压力和温度对钻井液上的相对影响的敏感性分析。源自多元回归分析的模型方程用于预测该领域的最佳流变性能,从而节省与实验室实验相关的时间和严格。

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