A Kinetic Explanation for Combined Potassium Gains and Radiogenic <sup>40</sup>Argon Losses of Diagenetic Illite-Rich Clay Separates

In this study, a kinetic model sketches the concomitant K gain and radiogenic <sup>40</sup>Ar loss of clay separates recovered from progressively buried sediments. Published K-Ar ages of clay separates from the Mahakam Delta, the Texas Gulf Coast, and the North Sea were used to constrain...

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Main Authors: Norbert Clauer, Abraham Lerman
Format: Article
Language:English
Published: MDPI AG 2022-04-01
Series:Geosciences
Subjects:
Online Access:https://www.mdpi.com/2076-3263/12/5/186
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author Norbert Clauer
Abraham Lerman
author_facet Norbert Clauer
Abraham Lerman
author_sort Norbert Clauer
collection DOAJ
description In this study, a kinetic model sketches the concomitant K gain and radiogenic <sup>40</sup>Ar loss of clay separates recovered from progressively buried sediments. Published K-Ar ages of clay separates from the Mahakam Delta, the Texas Gulf Coast, and the North Sea were used to constrain the modeling. As compared with analytical results, the model simulates changes relative to depth or to deposition time of the K-Ar ages from fine- and coarse-grained clay crystals. The decrease in the K-Ar ages of detrital-rich coarse-grained fractions (>2 μm) is bracketed with depth by K addition rates between 0.2 and 3.5%/Ma and slightly higher <sup>40</sup>Ar release rates between 0.5 and 4.5%/Ma. The former rate varies from 3.5 to 6%/Ma in the fine-grained fractions (<0.4 μm) and the latter rate varies from 0.7 to 6%/Ma in the same fractions. In fact, the K addition and the radiogenic <sup>40</sup>Ar release rates record independent processes on different material sizes and types. Small K addition and <sup>40</sup>Ar escape rates of about 1%/Ma also simulate analytical cases in which the mean K-Ar ages of the finer grained fractions remain about constant with increasing depth, confirming that the relationship between K-Ar age and stratigraphic depth cannot represent a temporary “steady state”, but a continuing dynamic process at a smaller rate. In turn, the modeled results help quantifying the illitization reactions in size separates consisting of authigenic and detrital clay materials from sediments covering stratigraphic intervals from 10 to 1000 Ma.
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spelling doaj.art-addf59821d094163a72c919f0b41a4452023-11-23T11:11:56ZengMDPI AGGeosciences2076-32632022-04-0112518610.3390/geosciences12050186A Kinetic Explanation for Combined Potassium Gains and Radiogenic <sup>40</sup>Argon Losses of Diagenetic Illite-Rich Clay SeparatesNorbert Clauer0Abraham Lerman1Institut des Sciences de la Terre et de l’Environnement, Université de Strasbourg (UdS/CNRS), F-67084 Strasbourg, FranceDepartment of Earth and Planetary Sciences, Northwestern University, Evanston, IL 60208, USAIn this study, a kinetic model sketches the concomitant K gain and radiogenic <sup>40</sup>Ar loss of clay separates recovered from progressively buried sediments. Published K-Ar ages of clay separates from the Mahakam Delta, the Texas Gulf Coast, and the North Sea were used to constrain the modeling. As compared with analytical results, the model simulates changes relative to depth or to deposition time of the K-Ar ages from fine- and coarse-grained clay crystals. The decrease in the K-Ar ages of detrital-rich coarse-grained fractions (>2 μm) is bracketed with depth by K addition rates between 0.2 and 3.5%/Ma and slightly higher <sup>40</sup>Ar release rates between 0.5 and 4.5%/Ma. The former rate varies from 3.5 to 6%/Ma in the fine-grained fractions (<0.4 μm) and the latter rate varies from 0.7 to 6%/Ma in the same fractions. In fact, the K addition and the radiogenic <sup>40</sup>Ar release rates record independent processes on different material sizes and types. Small K addition and <sup>40</sup>Ar escape rates of about 1%/Ma also simulate analytical cases in which the mean K-Ar ages of the finer grained fractions remain about constant with increasing depth, confirming that the relationship between K-Ar age and stratigraphic depth cannot represent a temporary “steady state”, but a continuing dynamic process at a smaller rate. In turn, the modeled results help quantifying the illitization reactions in size separates consisting of authigenic and detrital clay materials from sediments covering stratigraphic intervals from 10 to 1000 Ma.https://www.mdpi.com/2076-3263/12/5/186burial diagenesisillitizationK gainradiogenic <sup>40</sup>Ar lossK-Ar agesK-Ar two process model
spellingShingle Norbert Clauer
Abraham Lerman
A Kinetic Explanation for Combined Potassium Gains and Radiogenic <sup>40</sup>Argon Losses of Diagenetic Illite-Rich Clay Separates
Geosciences
burial diagenesis
illitization
K gain
radiogenic <sup>40</sup>Ar loss
K-Ar ages
K-Ar two process model
title A Kinetic Explanation for Combined Potassium Gains and Radiogenic <sup>40</sup>Argon Losses of Diagenetic Illite-Rich Clay Separates
title_full A Kinetic Explanation for Combined Potassium Gains and Radiogenic <sup>40</sup>Argon Losses of Diagenetic Illite-Rich Clay Separates
title_fullStr A Kinetic Explanation for Combined Potassium Gains and Radiogenic <sup>40</sup>Argon Losses of Diagenetic Illite-Rich Clay Separates
title_full_unstemmed A Kinetic Explanation for Combined Potassium Gains and Radiogenic <sup>40</sup>Argon Losses of Diagenetic Illite-Rich Clay Separates
title_short A Kinetic Explanation for Combined Potassium Gains and Radiogenic <sup>40</sup>Argon Losses of Diagenetic Illite-Rich Clay Separates
title_sort kinetic explanation for combined potassium gains and radiogenic sup 40 sup argon losses of diagenetic illite rich clay separates
topic burial diagenesis
illitization
K gain
radiogenic <sup>40</sup>Ar loss
K-Ar ages
K-Ar two process model
url https://www.mdpi.com/2076-3263/12/5/186
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