Abstract

Producing an oilfield in a cost-effective way depends on how long water production could be delayed in the reservoir. Many flow mechanisms, correlations, and methods to calculate maximum water-free oil production rate have been published, However, those methods have generally failed to not consider the skin effect which affects the flow into the wellbore. In this paper, the semi-analytical perforation skin model as presented by Karakas and Tariq is incorporated into the Meyer and Garder correlation for critical oil rate from a perforated vertical well interval to obtain the maximum water-free oil production rate and optimal perforation parameters. The resulting coupled computational model is used to determine the sensitivity of the maximum water-free oil production rate to wellbore perforation parameters. Whilst an increase in perforation length and decrease in spacing between perforation increase the critical flow rate, an increase in perforation radius did not translate to higher productivity. The optimal perforation angles are 45° and 60°, however, for the data used in this work the maximum water-free oil rate of 23.2 std/d was obtained at 45° of phasing angle, 1 in of spacing between perforation, 0.36 in of perforation radius and 48 in of perforation length. Thus, the perforation strategy can be optimized prior to drilling and completion operations to improve productivity using the computational model presented in this work.

Highlights

  • An increase in the cost of production operations, environmental problems, reduction in depletion mechanism efficiency and processing of the produced water are major challenges to production and reservoir engineers

  • For the effect of skin, we considered a vertical well drilled into an oil reservoir with perforation parameters of spacing between perforations, 2 in (6 shots/ft); perforation radius, rp = 0.16 in; phasing = 45 degrees; oil viscosity, μo = 1 cp; formation volume factor, Bo = 1.1 bbl/STB and water density, ρw = 62.4 lb/ft3

  • At perforation length of 6 in, the spacing between perforations of 1 in and at phasing angle of 180° there is an increment of 2.33 bbl/day critical flow rate by increasing the perforation radius from 0.12 in to 0.36 in whilst the increment has reduced to 0.45 bbl/day at perforation length of 48 in (Figs. 4i and 8i)

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Summary

Introduction

An increase in the cost of production operations, environmental problems, reduction in depletion mechanism efficiency and processing of the produced water are major challenges to production and reservoir engineers. The results obtained from a computational model developed to obtain the maximum water-free production rate in terms of perforation length, radius, spacing between perforations and phasing angle are presented in this paper.

Results
Conclusion

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