Decline Curve Analysis of Tight Sand/Shale Gas Reservoirs

碩士 === 國立成功大學 === 資源工程學系 === 102 === Duong’s method of forecasting production and estimated ultimate recovery (EUR) in low permeability reservoirs with a long-term linear flow has been verified by several authors. However, Duong’s method overestimates future production during boundary-dominated flow...

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Main Authors: Po-TingLin, 林柏廷
Other Authors: Bieng-Zih Hsieh
Format: Others
Language:en_US
Published: 2014
Online Access:http://ndltd.ncl.edu.tw/handle/13451197053857445263
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spelling ndltd-TW-102NCKU53970252016-03-07T04:11:03Z http://ndltd.ncl.edu.tw/handle/13451197053857445263 Decline Curve Analysis of Tight Sand/Shale Gas Reservoirs 緻密氣及頁岩氣藏之生產衰減曲線分析 Po-TingLin 林柏廷 碩士 國立成功大學 資源工程學系 102 Duong’s method of forecasting production and estimated ultimate recovery (EUR) in low permeability reservoirs with a long-term linear flow has been verified by several authors. However, Duong’s method overestimates future production during boundary-dominated flow. It is reasonable to combine Duong’s method and the Arps decline relations for fractured wells exhibited linear flow followed by boundary-dominated flow, because the Arps decline relation has better prediction for boundary-dominated flow. For wells that have not reached boundary-dominated flow, Wattenbarger et al.’s linear flow theory is frequently used to determine the duration of linear flow, and the end of linear flow time (telf) can be used to estimate when to switch from Duong’s method to the Arps decline relation. This paper focuses on the availability of the end of linear flow time determined by linear flow theory with a hybrid forecasting method, which combines Duong’s method and the Arps exponential relation for tight sand/shale gas reservoirs. To obtain the proper end of linear flow time, modified Wattenbarger et al.’s analytical solution and modified empirical solutions (Duong’s method combines the Arps exponential relation) was derived. The golden section search method is used to find the modified end of linear flow time that minimizes the difference between modified analytical and empirical solutions. Then, the hybrid forecasting method was used to forecast production of synthetic production data generated from an analytical solution. A number of cases were tested to verify the efficacy of this method for forecasting production. To account for tight sand/shale gas reservoirs, reservoir permeability ranging from 10-1 md to 10-4 md was considered. The results indicated that the hybrid forecasting method used with the modified end of linear flow time is theoretically accurate for production forecast and EUR estimation. In low-permeability reservoirs with a permeability ranging from 10-1 md to 10-3 md, this method provides a significant improvement in EUR estimation. Finally, application of this method to field examples from Barnett shale gas and Bossier sand gas were also presented. Bieng-Zih Hsieh 謝秉志 2014 學位論文 ; thesis 88 en_US
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description 碩士 === 國立成功大學 === 資源工程學系 === 102 === Duong’s method of forecasting production and estimated ultimate recovery (EUR) in low permeability reservoirs with a long-term linear flow has been verified by several authors. However, Duong’s method overestimates future production during boundary-dominated flow. It is reasonable to combine Duong’s method and the Arps decline relations for fractured wells exhibited linear flow followed by boundary-dominated flow, because the Arps decline relation has better prediction for boundary-dominated flow. For wells that have not reached boundary-dominated flow, Wattenbarger et al.’s linear flow theory is frequently used to determine the duration of linear flow, and the end of linear flow time (telf) can be used to estimate when to switch from Duong’s method to the Arps decline relation. This paper focuses on the availability of the end of linear flow time determined by linear flow theory with a hybrid forecasting method, which combines Duong’s method and the Arps exponential relation for tight sand/shale gas reservoirs. To obtain the proper end of linear flow time, modified Wattenbarger et al.’s analytical solution and modified empirical solutions (Duong’s method combines the Arps exponential relation) was derived. The golden section search method is used to find the modified end of linear flow time that minimizes the difference between modified analytical and empirical solutions. Then, the hybrid forecasting method was used to forecast production of synthetic production data generated from an analytical solution. A number of cases were tested to verify the efficacy of this method for forecasting production. To account for tight sand/shale gas reservoirs, reservoir permeability ranging from 10-1 md to 10-4 md was considered. The results indicated that the hybrid forecasting method used with the modified end of linear flow time is theoretically accurate for production forecast and EUR estimation. In low-permeability reservoirs with a permeability ranging from 10-1 md to 10-3 md, this method provides a significant improvement in EUR estimation. Finally, application of this method to field examples from Barnett shale gas and Bossier sand gas were also presented.
author2 Bieng-Zih Hsieh
author_facet Bieng-Zih Hsieh
Po-TingLin
林柏廷
author Po-TingLin
林柏廷
spellingShingle Po-TingLin
林柏廷
Decline Curve Analysis of Tight Sand/Shale Gas Reservoirs
author_sort Po-TingLin
title Decline Curve Analysis of Tight Sand/Shale Gas Reservoirs
title_short Decline Curve Analysis of Tight Sand/Shale Gas Reservoirs
title_full Decline Curve Analysis of Tight Sand/Shale Gas Reservoirs
title_fullStr Decline Curve Analysis of Tight Sand/Shale Gas Reservoirs
title_full_unstemmed Decline Curve Analysis of Tight Sand/Shale Gas Reservoirs
title_sort decline curve analysis of tight sand/shale gas reservoirs
publishDate 2014
url http://ndltd.ncl.edu.tw/handle/13451197053857445263
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