1927
DOI: 10.1021/ja01402a017
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THE FRACTIONAL PRECIPITATION OF BARIUM AND RADIUM CHROMATES1

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Cited by 122 publications
(29 citation statements)
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“…When dripwater reaches void spaces within the epikarst (or the main cave chamber itself), degassing of CO 2 drives the water to supersaturation (X P 1) with respect to calcite, and then Ca is removed from solution by precipitation of calcite via PCP (Pilson, 1998;Fairchild et al, 2000). As PCP proceeds, other minor elements such as Mg and Sr are continually enriched in the residual solution because their solid-solution distribution coefficients ½D x ¼ ðX=CaÞ calcite =ðX=CaÞ H 2 O (Henderson and Kracek, 1927) are less than 1.0. Under the condition that initial dripwater composition remains constant (no changes in seasalt input or dripwater flow paths through different lithology), PCP drives co-varying increases in Mg/Ca and Sr/Ca ratios in an approximately straight-line relationship governed by their distribution coefficients (Eq.…”
Section: Identifying Prior Calcite Precipitationmentioning
confidence: 99%
“…When dripwater reaches void spaces within the epikarst (or the main cave chamber itself), degassing of CO 2 drives the water to supersaturation (X P 1) with respect to calcite, and then Ca is removed from solution by precipitation of calcite via PCP (Pilson, 1998;Fairchild et al, 2000). As PCP proceeds, other minor elements such as Mg and Sr are continually enriched in the residual solution because their solid-solution distribution coefficients ½D x ¼ ðX=CaÞ calcite =ðX=CaÞ H 2 O (Henderson and Kracek, 1927) are less than 1.0. Under the condition that initial dripwater composition remains constant (no changes in seasalt input or dripwater flow paths through different lithology), PCP drives co-varying increases in Mg/Ca and Sr/Ca ratios in an approximately straight-line relationship governed by their distribution coefficients (Eq.…”
Section: Identifying Prior Calcite Precipitationmentioning
confidence: 99%
“…The partition coefficient for Sr in the solid phase is best represented for our experimental data by the molar ratio of the concentration in the solid phase (dolomite, "dol") over that in the fluid ("bmi"), which is expressed as D Sr dol = Sr dol / Sr bmi using the Nernst partition coefficient (1891). However, all previous studies have defined the Sr partition coefficient for natural dolomites (Baker and Burns, 1985;Vahrenkamp and Swart, 1990) and recrystallization of dolomite (Malone et al, 1994(Malone et al, , 1996 using the equation of Henderson and Kracek (1927), where D Sr dol is the homogeneous partition coefficient for the homogeneous incorporation of Sr in dolomite. These authors assume that: (1) Sr/Ca of the solid (dolomite) and Sr/Ca ratio of the solution from which dolomite precipitates are in equilibrium and (2) Sr homogeneously replaces Ca in the crystal lattice.…”
Section: Sr Partition Coefficient For Dolomite D Sr Dolmentioning
confidence: 99%
“…Using the K sp fromRai et al (1988), a W of Ϫ370 cal/mol was calculated for the binary BaSO 4 -BaCrO 4 solution Henderson and Kracek (1927). measured a K D of 15.5 for fractional precipitation of Ba-RaCrO 4 .…”
mentioning
confidence: 99%