Eigenvalue problem solver for evaporation-driven density instabilities in saturated porous media
C. Bringedal, G. Pieters, and C. Duijn. Dataset, (2022)Related to: C. Bringedal, T. Schollenberger, G. J. M. Pieters, C. J. van Duijn, R. Helmig, Evaporation-driven density instabilities in saturated porous media. Transport in Porous Media. 2022. doi: 10.1007/s11242-022-01772-w.
DOI: 10.18419/darus-2577
Abstract
This code solves the resulting eigenvalue problem when considering onset of density-driven instabilities in a semi-infinite saturated porous medium which is subject to an evaporative flux for water and no-flux for the salt concentration from the top boundary. The eigenvalue problem is a function of the wavenumber and time, which are hence input parameters to the eigenvalue problem.
Related to: C. Bringedal, T. Schollenberger, G. J. M. Pieters, C. J. van Duijn, R. Helmig, Evaporation-driven density instabilities in saturated porous media. Transport in Porous Media. 2022. doi: 10.1007/s11242-022-01772-w
%0 Generic
%1 bringedal2022eigenvalue
%A Bringedal, Carina
%A Pieters, G. J. M.
%A Duijn, C. J. van
%D 2022
%K darus mult ubs_10002 ubs_10018 ubs_20002 ubs_20023 ubs_30028 ubs_30201 ubs_40041 unibibliografie
%R 10.18419/darus-2577
%T Eigenvalue problem solver for evaporation-driven density instabilities in saturated porous media
%X This code solves the resulting eigenvalue problem when considering onset of density-driven instabilities in a semi-infinite saturated porous medium which is subject to an evaporative flux for water and no-flux for the salt concentration from the top boundary. The eigenvalue problem is a function of the wavenumber and time, which are hence input parameters to the eigenvalue problem.
@misc{bringedal2022eigenvalue,
abstract = {This code solves the resulting eigenvalue problem when considering onset of density-driven instabilities in a semi-infinite saturated porous medium which is subject to an evaporative flux for water and no-flux for the salt concentration from the top boundary. The eigenvalue problem is a function of the wavenumber and time, which are hence input parameters to the eigenvalue problem.},
added-at = {2022-06-09T19:15:45.000+0200},
affiliation = {Bringedal, Carina/Universität Stuttgart, Pieters, G. J. M./Utrecht University, Duijn, C. J. van/Eindhoven University of Technology},
author = {Bringedal, Carina and Pieters, G. J. M. and Duijn, C. J. van},
biburl = {https://puma.ub.uni-stuttgart.de/bibtex/25a2491a95098f2b9f612a3edf175cfa6/unibiblio},
doi = {10.18419/darus-2577},
howpublished = {Dataset},
interhash = {998d1d4713ad9ce3c71276ce669f9d82},
intrahash = {5a2491a95098f2b9f612a3edf175cfa6},
keywords = {darus mult ubs_10002 ubs_10018 ubs_20002 ubs_20023 ubs_30028 ubs_30201 ubs_40041 unibibliografie},
note = {Related to: C. Bringedal, T. Schollenberger, G. J. M. Pieters, C. J. van Duijn, R. Helmig, Evaporation-driven density instabilities in saturated porous media. Transport in Porous Media. 2022. doi: 10.1007/s11242-022-01772-w},
orcid-numbers = {Bringedal, Carina/0000-0003-0495-2634, Pieters, G. J. M./0000-0001-8666-2395},
timestamp = {2022-06-09T17:15:45.000+0200},
title = {Eigenvalue problem solver for evaporation-driven density instabilities in saturated porous media},
year = 2022
}