Abstract:a b s t r a c tThe oil field development is a hard and critical task that defines the main procedures to be performed during the oil field productive life. Given the complexity of this planning phase, methods to support decision making have been developed to assist in the proper application of high investments. This paper aims to report a 0-1 Linear Programming Model which minimizes the development costs of a given oil field as a whole. The model seeks to define: the number, location and capacities of producti… Show more
“…Piecewise reformulations of MINLPs have also been applied in many recent publications (Kosmidis et al, 2005;Gerogiorgis et al, 2009;Aguiar et al, 2012;Codas et al, 2012;Gunnerud et al, 2012;Silva and Camponogara, 2014). Rodrigues et al (2016) developed a new formulation called the Multicapacitated Platforms and Wells Location Problem (MPWLP) and solved it as an MILP using the CPLEX solver. The solution to this model provides the number and location of production platforms, wells and manifolds, the capacities of the production platforms, the interconnections between platforms, manifolds and wells, and which sections of each well should be vertical or horizontal.…”
Model-based oil production systems optimisation under pressure and facility routing constraints is a testing challenge, especially in presence of complex downhole wellbore phenomena (water coning, slugging, phase separation). Nonlinearities and nonconvexities from underlying physics and binary decisions exacerbate model complexity, yielding Mixed Integer Nonlinear Programs (MINLP). To guarantee solvability of optimisation formulations and reduce MINLP complexity, piecewise linearisation techniques based on Special Ordered Sets of type 2 (SOS2) constraints are developed towards approximating nonlinear functions and transforming models to Mixed Integer Linear Programs (MILP). Nevertheless, computational analyses of MILP vs. MINLP formulations for oil production optimisation are scarce. This study explores the benefits of an MILP reformulation applied to three case studies of varying complexity. We compare MILP model results to original MINLP formulation solutions with multiple solvers, evaluating the impact of the number of linearisation breakpoints used on solution time, accuracy, robustness, model development effort and ease of automation.
“…Piecewise reformulations of MINLPs have also been applied in many recent publications (Kosmidis et al, 2005;Gerogiorgis et al, 2009;Aguiar et al, 2012;Codas et al, 2012;Gunnerud et al, 2012;Silva and Camponogara, 2014). Rodrigues et al (2016) developed a new formulation called the Multicapacitated Platforms and Wells Location Problem (MPWLP) and solved it as an MILP using the CPLEX solver. The solution to this model provides the number and location of production platforms, wells and manifolds, the capacities of the production platforms, the interconnections between platforms, manifolds and wells, and which sections of each well should be vertical or horizontal.…”
Model-based oil production systems optimisation under pressure and facility routing constraints is a testing challenge, especially in presence of complex downhole wellbore phenomena (water coning, slugging, phase separation). Nonlinearities and nonconvexities from underlying physics and binary decisions exacerbate model complexity, yielding Mixed Integer Nonlinear Programs (MINLP). To guarantee solvability of optimisation formulations and reduce MINLP complexity, piecewise linearisation techniques based on Special Ordered Sets of type 2 (SOS2) constraints are developed towards approximating nonlinear functions and transforming models to Mixed Integer Linear Programs (MILP). Nevertheless, computational analyses of MILP vs. MINLP formulations for oil production optimisation are scarce. This study explores the benefits of an MILP reformulation applied to three case studies of varying complexity. We compare MILP model results to original MINLP formulation solutions with multiple solvers, evaluating the impact of the number of linearisation breakpoints used on solution time, accuracy, robustness, model development effort and ease of automation.
“…Many studies have investigated oil and gas network models that contain various types of facilities. Rodrigues et al [7] proposed a 0-1 programming model to determine the connections between FPSO units, manifolds, and facilities as well as the sizes and locations of platforms. In [8,9], the authors proposed a mixed integer linear programming (MILP) model to optimize the connections between wells and platforms while considering not only the installation time but also the linear drop of the reservoir pressure.…”
Section: Literature Reviewmentioning
confidence: 99%
“…In this section, scatter plots are presented in Figure 13 to show the well and MV (8,8,6,8,8,6) 46 (8,8,8,10,6,6) 48 (10,8,6,10,8,6) 40 (7,6,7,7,7,6) 42 (8,8,6,6,6,8) (5,6,6,6,5,5,6,5) 40 (5,5,5,5,5,5,5,5) 42 (6,5,5,6,5,5,…”
As an important aspect of oil and gas field construction, oil and gas field surface engineering often affects the efficiency and safety of oil and gas production, and it requires a large investment. In the past, much work has been done on layout optimization for gathering pipeline networks. However, few studies have considered multiway valves in the optimization of pipeline networks. Compared to traditional metering processes, a process using multiway valves can reduce construction and operation costs and enable automation of the well-selection operation. In this paper, an MINLP model is established in which the number of multiway valves and their numbers of channels are considered special constraints and the number of multiway valves and the associations between wells and multiway valves are treated as optimization variables. A specific heuristic algorithm for solving this problem is also proposed in this paper. We consider the coordinates of real-world wells and of randomly generated well locations as different examples to analyze the performance of this algorithm. These examples demonstrate that the algorithm can initially adjust the network through single-step iteration, while double-step iteration is efficient when all channels of a multiway valve have been associated with pipelines, and multistep iteration can help the objective function escape from local optima. Finally, numerical analysis results prove that the proposed algorithm can be used to efficiently solve the problem of interest and exhibits stable convergence.
“…Both papers concluded that the optimization layout problem can be described accurately by the presented mathematical models and the convergence rate of the given algorithms is efficient. Rodrigues et al (2016), in order to minimize the development costs of an oil field, proposed a binary linear programming that integrated interconnected decisions such as the number and location of wells and platforms, the location of manifolds, the well geometry and the production capacity of the platforms and its interconnection between manifolds and wells. Two case studies were proposed, and the results were consistent with reality.…”
Oil and gas production is moving deeper and further offshore as energy companies seek new sources, making the field layout design problem even more important. Although many optimization models are presented in the revised literature, they do not properly consider the uncertainties in well deliverability. This paper aims at presenting a Monte Carlo simulation integrated with a genetic algorithm that addresses this stochastic nature of the problem. Based on the results obtained, we conclude that the probabilistic approach brings new important perspectives to the field development engineering.
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