Depletion modeling of liquid dominated geothermal reservoirs

Depletion models for liquid-dominated geothermal reservoirs are derived and presented. The depletion models are divided into two categories: confined and unconfined. For both cases depletion models with no recharge (or influx), and depletion models including recharge, are used to match field data fr...

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Main Author: Olsen, G.
Format: Report
Language:English
Published: Stanford Geothermal Program (U.S.) 1984
Subjects:
Online Access:https://doi.org/10.2172/5583259
https://digital.library.unt.edu/ark:/67531/metadc1087217/
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author Olsen, G.
author_facet Olsen, G.
author_sort Olsen, G.
collection University of North Texas: UNT Digital Library
description Depletion models for liquid-dominated geothermal reservoirs are derived and presented. The depletion models are divided into two categories: confined and unconfined. For both cases depletion models with no recharge (or influx), and depletion models including recharge, are used to match field data from the Svartsengi high temperature geothermal field in Iceland. The influx models included with the mass and energy balances are adopted from the petroleum engineering literature. The match to production data from Svartsengi is improved when influx was included. The Schilthuis steady-state influx gives a satisfactory match. The finite aquifer method of Fetkovitch, and the unsteady state method of Hurst gave reasonable answers, but not as good. The best match is obtained using Hurst simplified solution when lambda = 1.3 x 10{sup -4} m{sup -1}. From the match the cross-sectional area of the aquifer was calculated as 3.6 km{sup 2}. The drawdown was predicted using the Hurst simplified method, and compared with predicted drawdown from a boiling model and an empirical log-log model. A large difference between the models was obtained. The predicted drawdown using the Hurst simplified method falls between the other two. Injection has been considered by defining the net rate as being the production rate minus the injection rate. No thermal of transient effects were taken into account. Prediction using three different net rates shows that the pressure can be maintained using the Hurst simplified method if there is significant fluid reinjection. 32 refs., 44 figs., 2 tabs.
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op_doi https://doi.org/10.2172/5583259
op_relation other: DE85009923
rep-no: SGP-TR-80
grantno: AT03-80SF11459
doi:10.2172/5583259
osti: 5583259
https://digital.library.unt.edu/ark:/67531/metadc1087217/
ark: ark:/67531/metadc1087217
op_source Other Information: Portions of this document are illegible in microfiche products
publishDate 1984
publisher Stanford Geothermal Program (U.S.)
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spelling ftunivnotexas:info:ark/67531/metadc1087217 2025-01-16T22:39:37+00:00 Depletion modeling of liquid dominated geothermal reservoirs Olsen, G. 1984-06-01 Pages: 144 Text https://doi.org/10.2172/5583259 https://digital.library.unt.edu/ark:/67531/metadc1087217/ English eng Stanford Geothermal Program (U.S.) other: DE85009923 rep-no: SGP-TR-80 grantno: AT03-80SF11459 doi:10.2172/5583259 osti: 5583259 https://digital.library.unt.edu/ark:/67531/metadc1087217/ ark: ark:/67531/metadc1087217 Other Information: Portions of this document are illegible in microfiche products Geothermal Legacy Mathematical Models Reservoir Pressure Geothermal Legacy 150904* -- Geothermal Engineering-- Geothermal Reservoir & Well Performance 15 Geothermal Energy Drawdown Geothermal Systems Reinjection Well Pressure Report 1984 ftunivnotexas https://doi.org/10.2172/5583259 2020-03-28T23:08:15Z Depletion models for liquid-dominated geothermal reservoirs are derived and presented. The depletion models are divided into two categories: confined and unconfined. For both cases depletion models with no recharge (or influx), and depletion models including recharge, are used to match field data from the Svartsengi high temperature geothermal field in Iceland. The influx models included with the mass and energy balances are adopted from the petroleum engineering literature. The match to production data from Svartsengi is improved when influx was included. The Schilthuis steady-state influx gives a satisfactory match. The finite aquifer method of Fetkovitch, and the unsteady state method of Hurst gave reasonable answers, but not as good. The best match is obtained using Hurst simplified solution when lambda = 1.3 x 10{sup -4} m{sup -1}. From the match the cross-sectional area of the aquifer was calculated as 3.6 km{sup 2}. The drawdown was predicted using the Hurst simplified method, and compared with predicted drawdown from a boiling model and an empirical log-log model. A large difference between the models was obtained. The predicted drawdown using the Hurst simplified method falls between the other two. Injection has been considered by defining the net rate as being the production rate minus the injection rate. No thermal of transient effects were taken into account. Prediction using three different net rates shows that the pressure can be maintained using the Hurst simplified method if there is significant fluid reinjection. 32 refs., 44 figs., 2 tabs. Report Iceland University of North Texas: UNT Digital Library Lambda ENVELOPE(-62.983,-62.983,-64.300,-64.300)
spellingShingle Geothermal Legacy
Mathematical Models
Reservoir Pressure Geothermal Legacy 150904* -- Geothermal Engineering-- Geothermal Reservoir & Well Performance
15 Geothermal Energy
Drawdown
Geothermal Systems
Reinjection
Well Pressure
Olsen, G.
Depletion modeling of liquid dominated geothermal reservoirs
title Depletion modeling of liquid dominated geothermal reservoirs
title_full Depletion modeling of liquid dominated geothermal reservoirs
title_fullStr Depletion modeling of liquid dominated geothermal reservoirs
title_full_unstemmed Depletion modeling of liquid dominated geothermal reservoirs
title_short Depletion modeling of liquid dominated geothermal reservoirs
title_sort depletion modeling of liquid dominated geothermal reservoirs
topic Geothermal Legacy
Mathematical Models
Reservoir Pressure Geothermal Legacy 150904* -- Geothermal Engineering-- Geothermal Reservoir & Well Performance
15 Geothermal Energy
Drawdown
Geothermal Systems
Reinjection
Well Pressure
topic_facet Geothermal Legacy
Mathematical Models
Reservoir Pressure Geothermal Legacy 150904* -- Geothermal Engineering-- Geothermal Reservoir & Well Performance
15 Geothermal Energy
Drawdown
Geothermal Systems
Reinjection
Well Pressure
url https://doi.org/10.2172/5583259
https://digital.library.unt.edu/ark:/67531/metadc1087217/