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Software (Computer developments)
SolveSAPHE-r2 (Solver Suite for Alkalinity-PH Equations - Release 2)
Munhoven, Guy
2021
 

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Keywords :
carbonate system; pH; alkalinity-pH equation; algorithm
Abstract :
[en] SolveSAPHE-r2 (Solver Suite for Alkalinity-PH Equations Release 2) provides a collection of Fortran 90 routines to solve the total alkalinity–pH equation, which relates total alkalinity and pH for a given set of total concentrations of the acid–base systems that contribute to total alkalinity in a given water sample. Carbonate alkalinity can now be expressed by using the total concentration of dissolved inorganic carbon (CT, as in SolveSAPHE v.1) or by specifying either concentration of CO2, HCO3− or CO32−. The package provides two different iterative solvers for the alkalinity-pH equation, designed to assure convergence with any physically meaningful chemical composition, and in a completely autonomous way. The AlkT & CO32− pair is completely diagnosed and if there are two roots, both are calculated. Although the AlkT & CT pair can also be processed with SolveSAPHE-r2, this is considerably slower than with SolveSAPHE v.1, due to the extra safeguarding that had to be introduced for the other three pairs.
Research center :
SPHERES - ULiège [BE]
Disciplines :
Earth sciences & physical geography
Mathematics
Engineering, computing & technology: Multidisciplinary, general & others
Author, co-author :
Munhoven, Guy ;  Université de Liège - ULiège > Département d'astrophysique, géophysique et océanographie (AGO) > Labo de physique atmosphérique et planétaire (LPAP)
Language :
English
Title :
SolveSAPHE-r2 (Solver Suite for Alkalinity-PH Equations - Release 2)
Publication date :
22 February 2021
Publisher :
Zenodo
Version :
2.0
Technical description :
System independent Fortran 95 source code.
Name of the research project :
SERENATA
Funders :
F.R.S.-FNRS - Fonds de la Recherche Scientifique [BE]
Funding number :
CDR J.0123.19
Commentary :
Distributed for use under the GNU Lesser General Public Licence version 3 (LGPLv3) or later
Available on ORBi :
since 03 December 2023

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