稳定情况下集成建模基础约束处理的新方法

D. Olenchikov
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引用次数: 0

摘要

近年来,越来越多的油藏流动模型被扩展为综合模型,以考虑地面网络对油田开发的影响。一个严肃的数值问题是以不等式的形式处理约束。与井和地面设备的优化和自动控制相结合尤其困难。传统的数值方法是迭代求解,选择网元的运行方式。有时解决方案可能违反约束或不是最优的。本文提出了一种新的灵活且相对有效的方法,可以可靠地处理约束。其理念是根据约束和控制能力,使用一整套所有可能的操作模式。我们把这个集合称为操作模式域(OMD)。这个问题分两个阶段解决。在第一阶段(直接井段),计算从井到终端的所有网元的OMD。通过缩小OMD来处理约束。在第二阶段(逆向过程),从OMD中选择最优解。
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New method for Handling of Infrastructural Constraints for Integrated Modeling in Steady Case
Recently, more and more reservoir flow models are being extended to integrated ones to consider the influence of the surface network on the field development. A serious numerical problem is the handling of constraints in the form of inequalities. It is especially difficult in combination with optimization and automatic control of well and surface equipment. Traditional numerical methods solve the problem iteratively, choosing the operation modes for network elements. Sometimes solution may violate constraints or not be an optimal. The paper proposes a new flexible and relatively efficient method that allows to reliably handle constraints. The idea is to work with entire set of all possible operation modes according to constraints and control capabilities. Let's call this set an operation modes domain (OMD). The problem is solved in two stages. On the first stage (direct course) the OMD are calculated for all network elements from wells to terminal. Constraints are handled by narrowing the OMD. On the second stage (backward course) the optimal solution is chosen from OMD.
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