Register      Login
Australian Energy Producers Journal Australian Energy Producers Journal Society
Journal of Australian Energy Producers
RESEARCH ARTICLE (Non peer reviewed)

A new approach for production forecasting from individual layers in multi-layer commingled tight gas reservoirs

Katarina Van Der Haar (nee Kosten) A * and Manouchehr Haghighi A
+ Author Affiliations
- Author Affiliations

A University of Adelaide, Australian School of Petroleum and Energy Resources (ASPER), Adelaide SA, Australia.

* Correspondence to: kady.k@web.de

The APPEA Journal 62 S192-S195 https://doi.org/10.1071/AJ21119
Accepted: 7 March 2022   Published: 13 May 2022

© 2022 The Author(s) (or their employer(s)). Published by CSIRO Publishing on behalf of APPEA.

Abstract

Estimating future production in multi-layer tight gas reservoirs is necessary, but problematic. Initial production looks promising but soon decreases to levels that are much lower than first anticipated. Boundary-dominated flow to which common production data analysis can be applied to, takes up to 8 years to establish, yet future production estimations must be made at the time of drilling. Common industry software does not fully assess individual layer contribution because large uncertainties exist in layer-specific contributions to total production. Many engineers tend to use analysis methods designed for single-layer wells, which leaves future production estimations with large errors, and this can have potentially long ranging consequences for a company. This paper presents a new way of estimating future production in multi-layer tight gas reservoirs by incorporating the uncertainty that can be found in individual layer contributions. Our approach utilises single tank material balance and matches total well production data by changing layer-specific properties. A workflow has been created for the programming language Python that includes a Bayesian element to honour the uncertainty in individual layer effective permeability and individual layer gas in place. Applying this workflow to many wells in a specified area allows probability distribution functions for layer effective permeability and layer gas in place to be generated. This will result in attaining more realistic production forecasts in the form of P10, P50 and P90 for multi-layer tight gas reservoirs, and allowing the engineer to make better-informed early assessments of the future production of wells.

Keywords: Bayesian inference, multi-layer flow, multi-layered tight gas reservoirs, production forecasting, production prediction, Python, reserves estimation, uncertainty, uncertainty quantification, unconventional reservoirs.

Katarina Van Der Haar (nee Kosten) holds a Bachelor of Petroleum Engineering and Bachelor of Science (Geology and Geophysics) with First Class Honours from the University of Adelaide. She also holds a Bachelor of International Studies (Arabic and International Relations) with distinction from Deakin University. Her interest in the oil and gas industry was sparked while working on rigs as a roughneck for AJ Lucas, Interdrill, Australian Drilling Services and Saxon Energy Services (now SLB Landrigs) in the Cooper, Surat and Canning basins. She has previously worked for Santos focusing on underbalanced drilling and on production prediction in multi-layer tight gas reservoirs. She has most recently worked on the Gorgon Gas Supply with Chevron. She volunteered on local and federal chapters of several industry committees including SPE, PESA and ASEG. She is currently the Co-Chair for Marketing & Promotions for the 2022 SPE Asia Pacific Oil & Gas Conference & Exhibition and is on the Board of Governors for the Energy Club WA. This is the work of her Honours Thesis.

Manouchehr (Manny) Haghighi is Associate Professor of Petroleum Engineering at the University of Adelaide. His research and teaching focus is on unconventional reservoirs, reservoir simulation and reservoir characterisation. He has supervised more than 50 MSc and 20 PhD students. Manouchehr has published more than 150 articles in peer reviewed journals and presented at numerous international conferences.


References

Cheng Y, Lee WJ, McVay DA (2008) Improving reserves estimates from decline-curve analysis of tight and multilayer gas wells. SPE Reservoir Evaluation & Engineering 11, 912–920.
Improving reserves estimates from decline-curve analysis of tight and multilayer gas wells.Crossref | GoogleScholarGoogle Scholar |

Clarkson CR (2013) Production data analysis of unconventional gas wells: review of theory and best practices. International Journal of Coal Geology 109–110, 101–146.
Production data analysis of unconventional gas wells: review of theory and best practices.Crossref | GoogleScholarGoogle Scholar |

Cox SA, Gilbert T, Sutton RP, Stolz RP (2002) Reserve analysis for tight gas. Paper presented at the SPE Eastern Regional Meeting, Lexington, Kentucky, October 2002. https://doi.org/10.2118/78695-MS

Ibrahim M, Mahmoud O, Pieprzica C (2018) A new look at reserves estimation of unconventional gas reservoirs. Paper presented at the SPE/AAPG/SEG Unconventional Resources Technology Conference, Houston, Texas, USA, July 2018. https://doi.org/10.15530/URTEC-2018-2903130

Jongkittinarukorn K, Last N, Escobar FH, Maneeintr K (2020) A new decline-curve analysis method for layered reservoirs. SPE Journal 25, 1657–1669.
A new decline-curve analysis method for layered reservoirs.Crossref | GoogleScholarGoogle Scholar |

Mattar L, Anderson DM (2003) A systematic and comprehensive methodology for advanced analysis of production data. Paper presented at the SPE Annual Technical Conference and Exhibition, Denver, Colorado, October 2003. https://doi.org/10.2118/84472-MS

Paryani M, Awoleke OO, Ahmadi M, et al. (2017) Approximate Bayesian computation for probabilistic decline-curve analysis in unconventional reservoirs. SPE Reservoir Evaluation & Engineering 20, 478–485.
Approximate Bayesian computation for probabilistic decline-curve analysis in unconventional reservoirs.Crossref | GoogleScholarGoogle Scholar |

Turner BM, Van Zandt T (2012) A tutorial on approximate Bayesian computation. Journal of Mathematical Psychology 56, 69–85.
A tutorial on approximate Bayesian computation.Crossref | GoogleScholarGoogle Scholar |