井眼轨迹优化的元启发式算法

K. Biswas, P. Vasant, J. A. G. Vintaned, J. Watada
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引用次数: 1

摘要

各种可能的井类型以及如此多复杂的钻井变量和约束使得井眼优化问题成为一项非常具有挑战性的工作。井的类型有定向井、水平井、复钻井、复杂结构井、簇井、大位移井等。近年来,包括大斜度井、大斜度井在内的非常规井数量稳步增加。虽然定向钻井比垂直钻井更昂贵,但它有一些优势。在钻井工程中,井筒优化起着重要的作用,可以基于最小长度、最小泥浆压力、最小临界压力等进行优化。迄今为止,有许多方法和方法用于优化井眼轨迹。从这些方法中,我们将重点放在基于粒子群优化(PSO)的元启发式方法上,该方法将用于优化井筒轨迹。井眼长度的缩短有助于建立具有成本效益的方法,可用于解决一系列复杂的轨迹优化挑战。为了实现平稳有效的性能(即在最短的计算时间内快速定位全局最优点),我们必须确定灵活的控制参数。以后可以有效地固定此参数,以调整不同的算法。本研究将提出一种新的邻域函数,结合粒子群优化(PSO)算法来最小化真实测量深度(TMD)。本文提出了一种带邻域函数的粒子群优化方法来解决这一问题。稍后作者将与传统方法进行比较。
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Metaheuristic Algorithm for Wellbore Trajectory Optimization
A variety of possible well types and so many complex drilling variables and constraints make the wellbore optimization problem a very challenging work. Several types of well are listed as directional wells, horizontal wells, redrilling wells, complex structure wells, cluster wells, and extended reach wells etcetera. Over the recent few years, the number of unconventional wells including deviated wells, highly deviated wells are steadily increasing. Directional drilling has some advantages over vertical drilling though it is more expensive. In drilling engineering, the optimization of wellbore plays an important role, which can be optimized based on minimization of length, mud pressure, critical pressure, etc. Till today so many approaches and methods are used to optimize this wellbore trajectory. From those methods in this study, we have focused on metaheuristic approaches based on PSO (particle swarm optimization) which will be used to optimize wellbore trajectory. This reduction of the wellbore length helps in establishing cost-effective approaches that can be utilized to resolve a group of complex trajectory optimization challenges. For smooth and effective performance (i.e. quickly locating global optima while taking the shortest amount of computational time) we must identify flexible control parameters. Later this parameter can be effectively fixed to tune different algorithm. This research will propose a new neighborhood function with Particle swarm optimization(PSO) algorithm for minimizing the true measured depth (TMD). In this paper, the authors have proposed a particle swarm optimization with neighbourhood function to solve this problem. Later the authors will compare this method with conventional methods.
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