Pressure transient modeling in geothermal reservoir by using Picard-Mclaurin iteration

Alamta Singarimbun, Yasuhiro Fujimitsu, Mitra Djamal, Rezkia Dewi Andajani

研究成果: 書籍/レポート タイプへの寄稿会議への寄与

1 被引用数 (Scopus)

抄録

Exploitation of geothermal resource results the decrease of fluid pressure in geothermal reservoir. In production process, the analysis of reservoir condition is made by observing the pressure state. When the fluid is pumped into the reservoir, the value of pressure varies with time which is called as transient state. The plot of pressure versus time will create a curve with a certain slope. From the graph of the pressure the reservoir condition can be analyzed. The solution of the pressure transient is identified as exponential integral equation Ei(x). When the input to the function is really small for example at x < 0.01, the equation will form an asymptotic curve. Analytical solution involves logarithm natural and Euler constant (γ). In this paper we try to approach the solution of exponential integral equation by numerical integration. The objective of this study is to make a numerical model of the pressure change in a geothermal reservoir and to compare the result between numerical method and analytic. There are two methods used in this study, first is Picard- McLaurin iteration to solve the ordinary differential equations (ODE), and the second is trapezoidal integration to calculate the function of Ei(x). The modeling shows that the result of the calculation with the numerical method matched with the analytic with the range of error between 0.0008 to 4.5 % for drawdown test and 0.19 to 7.7 % for buildup test.

本文言語英語
ホスト出版物のタイトルAdvanced Materials, Structures and Mechanical Engineering
編集者H.M. Song, H.K. Son, Jong Wan Hu
出版社Trans Tech Publications Ltd
ページ959-973
ページ数15
ISBN(電子版)9783038352549
DOI
出版ステータス出版済み - 2014
イベント2014 International Conference on Advanced Materials, Structures and Mechanical Engineering, ICAMSME 2014 - Incheon, 韓国
継続期間: 5月 3 20145月 4 2014

出版物シリーズ

名前Advanced Materials Research
1025-1026
ISSN(印刷版)1022-6680
ISSN(電子版)1662-8985

その他

その他2014 International Conference on Advanced Materials, Structures and Mechanical Engineering, ICAMSME 2014
国/地域韓国
CityIncheon
Period5/3/145/4/14

!!!All Science Journal Classification (ASJC) codes

  • 工学一般

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