Reactive flow and permeability prediction - numerical simulation of complex hydrogeothermal problems

被引:9
作者
Bartels, J. [1 ]
Clauser, C. [1 ]
Kuehn, M. [1 ]
Pape, H. [1 ]
Schneider, W. [1 ]
机构
[1] Geothermie Neubrandenburg Ltd, D-17041 Neubrandenburg, Germany
来源
PETROPHYSICAL PROPERTIES OF CRYSTALLINE ROCKS | 2005年 / 240卷
关键词
D O I
10.1144/GSL.SP.2005.240.01.11
中图分类号
P3 [地球物理学]; P59 [地球化学];
学科分类号
0708 ; 070902 ;
摘要
Simulating complex flow situations in hydrogeothermal reservoirs requires coupling of flow, heat transfer, transport of dissolved species, and heterogeneous geochemistry. We present results of simulations for typical applications using the numerical simulator SHEMAT/Processing SHEMAT. Heat transfer is non-linear, since all thermal fluid and rock properties depend on temperature. Due to the coupling of fluid density with both temperature and concentrations of dissolved species, the model is well suited to simulate density-driven flow. Dissolution and precipitation of minerals are calculated with an improved version of the geochemical modelling code PHRQPITZ, which accurately calculates geochemical reactions in brines of low to high ionic strength and temperatures of 0-150 degrees C. Changes in pore space structure and porosity are taken into account by updating permeability with respect to porosity changes due to precipitation and dissolution of minerals. This is based on a novel relationship between porosity and permeability, derived from a fractal model of the pore space structure and its changes due to chemical water-rock interaction. A selection of model studies performed with SHEMAT completes the review. Examples highlight both density-driven and reactive flow with permeability feedback. With respect to the former, the thermohaline free convection Elder's problem, and density-driven free convection in a coastal aquifer with geothermal exploitation, are considered. Mineral redistribution and associated permeability change during a core flooding experiment; reaction front fingering in reservoir sandstone; and long-term changes in reservoir properties during the operation of a geothermal installation, are all considered in relation to reactive flow with permeability feedback.
引用
收藏
页码:133 / 151
页数:19
相关论文
共 49 条
[1]  
[Anonymous], SHEMAT PROCESSING SH
[2]  
*ARWB, 1980, AUCKL REG WAT BOARD, V17
[3]   Solubility of silica polymorphs in electrolyte solutions .1. Activity coefficient of aqueous silica from 25 degrees to 250 degrees C, Pitzer's parameterisation [J].
Azaroual, M ;
Fouillac, C ;
Matray, JM .
CHEMICAL GEOLOGY, 1997, 140 (3-4) :155-165
[4]  
BAERMANN A, 2000, Z ANGEW GEOL, V46, P144
[5]  
Baermann A, 2000, Z ANGEW GEOL, V46, P138
[6]   Core flooding laboratory experiment validates numerical simulation of induced permeability change in reservoir sandstone -: art. no. 1320 [J].
Bartels, J ;
Kühn, M ;
Schneider, W ;
Clauser, C ;
Pape, H ;
Meyn, V ;
Lajcsak, I .
GEOPHYSICAL RESEARCH LETTERS, 2002, 29 (09)
[7]  
BARTELS J, 2000, P WORLD GEOTH C 2000
[8]   Development and demonstrative application of a 3-D numerical model of subsurface flow, heat transfer, and reactive chemical transport: 3DHYDROGEOCHEM [J].
Cheng, HP ;
Yeh, DT .
JOURNAL OF CONTAMINANT HYDROLOGY, 1998, 34 (1-2) :47-83
[9]  
Chiang W.H., 2001, 3D GROUNDWATER MODEL
[10]   A CONSERVATIVE, UNCONDITIONALLY STABLE, 2ND-ORDER 3-POINT DIFFERENCING SCHEME FOR THE DIFFUSION CONVECTION EQUATION [J].
CLAUSER, C ;
KIESNER, S .
GEOPHYSICAL JOURNAL OF THE ROYAL ASTRONOMICAL SOCIETY, 1987, 91 (03) :557-568