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The target of this method is to realize the maximum equilibrium displacement of the offshore oilfield.
The objective of well placement optimization is to realize maximum equilibrium displacement (Zhou et al. 2017).
Zhou et al. (2017) proposed a well placement optimization method to realize maximum equilibrium displacement.
In this work, the well placement for offshore oilfield is optimized based on Theil index and DE algorithm to realize maximum equilibrium displacement.
Then, well placement optimization model for offshore oilfield is established to realize the maximum equilibrium displacement, which uses minimum Theil index as the objective function and is solved by DE algorithm.
The target function is to keep the water breakthrough time consistent in each production well, and the adjustment is carried out for each well in the well pattern in order to realize the maximum equilibrium displacement.
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The maximum equilibrium water content was 16%.
In the third section, the equilibrium displacement principle is discussed, and the calculation steps are presented.
Due to the equilibrium displacement, hence, Delta t_{text{i}} = Delta t. (30).
As for equilibrium displacement, a lot of researchers had given some standards (Chuanzhi et al. 2012).
In order to obtain equilibrium displacement, the poor property layers (lower permeability, thinner thickness, etc).
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