Process-based upscaling of reactive flow in geological formations

•Reactive flow modelling concerns fast, slow and intermediate reaction rates.•Reactions can be categorized using the Peclet and Damkohler numbers.•Assigning the reaction to a category depending on temperature, pH and salinity. Recently, there is an increased interest in reactive flow in porous media...

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Veröffentlicht in:International journal of heat and mass transfer 2020-08, Vol.157, p.119969, Article 119969
Hauptverfasser: Meulenbroek, Bernard, Farajzadeh, Rouhi, Bruining, Hans
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creator Meulenbroek, Bernard
Farajzadeh, Rouhi
Bruining, Hans
description •Reactive flow modelling concerns fast, slow and intermediate reaction rates.•Reactions can be categorized using the Peclet and Damkohler numbers.•Assigning the reaction to a category depending on temperature, pH and salinity. Recently, there is an increased interest in reactive flow in porous media, in groundwater, agricultural and fuel recovery applications. Reactive flow modeling involves vastly different reaction rates, i.e., differing by many orders of magnitude. Solving the ensuing model equations can be computationally intensive. Categorizing reactions according to their speeds makes it possible to greatly simplify the relevant model equations. Indeed some reactions proceed so slow that they can be disregarded. Other reactions occur so fast that they are well described by thermodynamic equilibrium in the time and spatial region of interest. At intermediate rates kinetics needs to be taken into account. In this paper, we categorize selected reactions as slow, fast or intermediate. We model 2D radially symmetric reactive flow with a reaction-convection-diffusion equation. We show that we can subdivide the PeDaII phasespace in three regions. Region I (slow reaction); reaction can be ignored, region II (intermediate reaction); initially kinetics need to be taken into account, region III (fast reaction); all reaction takes places in a very narrow region around the injection point. We investigate these aspects for a few specific examples. We compute the location in phase space of a few selected minerals depending on salinity and temperature. We note that the conditions, e.g., salinity and temperature may be essential for assigning the reaction to the correct region in phase space. The methodology described can be applied to any mineral precipitation/decomposition problem and consequently greatly simplifies reactive flow modeling in porous media.
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Region I (slow reaction); reaction can be ignored, region II (intermediate reaction); initially kinetics need to be taken into account, region III (fast reaction); all reaction takes places in a very narrow region around the injection point. We investigate these aspects for a few specific examples. We compute the location in phase space of a few selected minerals depending on salinity and temperature. We note that the conditions, e.g., salinity and temperature may be essential for assigning the reaction to the correct region in phase space. 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Region I (slow reaction); reaction can be ignored, region II (intermediate reaction); initially kinetics need to be taken into account, region III (fast reaction); all reaction takes places in a very narrow region around the injection point. We investigate these aspects for a few specific examples. We compute the location in phase space of a few selected minerals depending on salinity and temperature. We note that the conditions, e.g., salinity and temperature may be essential for assigning the reaction to the correct region in phase space. 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subjects Convection-diffusion equation
Decomposition reactions
Groundwater
Mathematical models
Modelling
Peclet/Damkohler number phasespace
Porous media
Reaction kinetics
Reactive flow modeling
Reservoir conditions
Salinity
Temperature/pH/salinity dependence
Thermodynamic equilibrium
Two dimensional flow
Two dimensional models
title Process-based upscaling of reactive flow in geological formations
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