2014
DOI: 10.1002/2014gc005329
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Calculation of water-bearing primary basalt and estimation of source mantle conditions beneath arcs: PRIMACALC2 model for WINDOWS

Abstract: We present a new method for estimating the composition of water-bearing primary arc basalt and its source mantle conditions. The PRIMACALC2 model uses a thermodynamic fractional crystallization model COMAGMAT3.72 and runs with an Excel macro to examine the mantle equilibrium and trace element calculations of a primary basalt. COMAGMAT3.72 calculates magma fractionation in 0-10 kb at various compositions, pressure, oxygen fugacity, and water content, but is only applicable for forward calculations. PRI-MACALC2 … Show more

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Cited by 66 publications
(56 citation statements)
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References 70 publications
(213 reference statements)
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“…The calculated results and estimated source conditions are next examined (sections 5.3 and 5.4). We used the PRIMACALC2 model [ Kimura and Ariskin , ] for back calculation of the fractionated basalts to estimate the primary basalt compositions (section 5.1). Moreover, we used the OBS1 model [ Kimura and Kawabata , ] for adiabatic melting of a depleted mantle including Si‐rich pyroxenite (section 5.2).…”
Section: Geochemical Modelingmentioning
confidence: 99%
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“…The calculated results and estimated source conditions are next examined (sections 5.3 and 5.4). We used the PRIMACALC2 model [ Kimura and Ariskin , ] for back calculation of the fractionated basalts to estimate the primary basalt compositions (section 5.1). Moreover, we used the OBS1 model [ Kimura and Kawabata , ] for adiabatic melting of a depleted mantle including Si‐rich pyroxenite (section 5.2).…”
Section: Geochemical Modelingmentioning
confidence: 99%
“…In addition, we investigate mantle melting and basalt solidification models with reference to the thick oceanic crust formation in the Yamato Basin. For these objectives, we apply a numerical basalt crystallization model, PRIMACALC2 [ Kimura and Ariskin , ], and a numerical adiabatic mantle melting model, Ocean Basalt Simulator version 1.01 (OBS1) [ Kimura and Kawabata , ]. The former model provides estimations of primary basalt compositions by back calculating fractional crystallization in the crustal magma chamber.…”
Section: Introductionmentioning
confidence: 99%
“…Additionally, Fujii (2007) proposed that the role of plagioclase fractionation increases in shallower magma chambers (5-0.5 kbar; e.g., Almeev et al, 2013), leading to the generation of the characteristic magmas of the northern Izu-Bonin arc. However, no high Sr/Y ratios, which would indicate the contributions of garnet and/or amphibole, have been reported from the lavas of the northern Izu-Bonin arc (e.g., Tamura et al, 2010;Kimura and Ariskin., 2014), suggesting that the fractionation of the Pre-Komitake magmas is particular. According to Rapp and Watson (1995), Müntener et al (2001), Müntener and Ulmer (2006) and Alonso-Perez et al (2009), garnet is stable at >12 kbar in basalt to basaltic andesite melt, and at 8 kbar in andesite melt.…”
Section: Discussionmentioning
confidence: 99%
“…Discrepancies in Figures 4b–4d are attributed to metamorphism. The primary magma compositions are calculated using PRIMACALC2 [ Kimura and Ariskin , ]. The data sources and calculation results are in Supporting Information Data Sets S1 and S2 and are shown in Figure S1.…”
Section: Mantle Potential Temperature and Compositionmentioning
confidence: 99%
“…Another estimate of source mantle fertility in terms of the MgO content in peridotite is independently available from the PRIMACALC2 results used for the calculations of the primitive MORB‐like magma compositions [ Kimura and Ariskin , ]. The results are generally consistent with those from OBS2 (blue dots in Figure g; Supporting Information Data Set S1).…”
Section: Mantle Potential Temperature and Compositionmentioning
confidence: 99%