1992
DOI: 10.1029/92gl01944
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Elastic properties of sodium‐rich majorite garnet

Abstract: The adiabatic elastic moduli of a high‐pressure sodium‐rich majorite garnet have been measured at ambient conditions using Brillouin spectroscopy. This garnet has the composition, Na1.87Mg1.18Si4.94O12, with sodium and magnesium in eight‐fold coordination and silicon in octahedral and tetrahedral coordination. While the adiabatic bulk modulus, Ks = 173.5 GPa, falls within the range of common garnets, the shear modulus, μ = 114.7 GPa, is unusually large; sodium garnet is elastically similar to the low‐pressure … Show more

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Cited by 37 publications
(27 citation statements)
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References 11 publications
(3 reference statements)
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“…Using these equations and the effective ionic radii from Shannon (1976) (5). Surprisingly, the estimated a dimension of 11.533 Å for NaMGt is substantially greater than the value of 11.408(2) Å measured by Pacalo et al (1992) or 11.410(1) Å by Hazen et al (1994b). The reason for this is unclear.…”
Section: Resultscontrasting
confidence: 58%
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“…Using these equations and the effective ionic radii from Shannon (1976) (5). Surprisingly, the estimated a dimension of 11.533 Å for NaMGt is substantially greater than the value of 11.408(2) Å measured by Pacalo et al (1992) or 11.410(1) Å by Hazen et al (1994b). The reason for this is unclear.…”
Section: Resultscontrasting
confidence: 58%
“…Zhang et al (1998) further pointed out that the ϕ angle in silicate garnets is probably restrained if the Y site is occupied by cations of high valence state, leading to a relatively stiff framework. The high bulk modulus (174)(175)(176)(177)(178)(179)(180)(181)(182)(183)(184)(185)(186)(187)(188)(189)(190)(191)(192) of NaMGt (Pacalo et al 1992;Hazen et al 1994b) appears to support this mechanism for garnet compression. Then, providing that silicate garnets obey Bridgman's law, which correlates bulk modulus inversely with ambient unit-cell volume for isostructural materials (Anderson and Anderson 1970;Hazen et al 1994b), LiMGt, which has the smallest unit-cell volume of all known silicate garnets, should have a bulk modulus that is significantly greater than that for NaMGt.…”
Section: Resultsmentioning
confidence: 76%
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“… Assumed. 1—[ Gwanmesia et al ., ]; 2—[ Sinogeikin and Bass , ]; 3—[ Wang et al ., ]; 4—[ Stixrude and Lithgow‐Bertelloni , and references there in]; 5—[ Fan et al ., ]; 6—[ Gréaux et al ., ]; 7—[ Gwanmesia et al ., ]; 8—[ Dymshits et al ., ]; 9—[ Pacalo et al ., ]; 10—this study; 11—same as majorite, more explanations in the text. Densities of all phases were calculated from the volume.…”
Section: Discussionmentioning
confidence: 99%
“…In the latter instance, the substitution of sodium into the structure is intimately tied to both Ti and/or Si substitution into the octahedral site: therefore, this component incorporates a coupling between the classic majorite substitution and sodium/alkali substitution into garnets. Indeed, while the majorite substitution is typically formulated as M 3 Al 2À2x M x Si x (Si 3 O 12 ) where M represents divalent cations and x is the mole fraction of majorite, garnets that have the formula A 2 1+ MSi 2 (Si 3 O 12 ) have been observed, where A is an alkali element (e.g., Pacalo et al, 1992;Bobrov et al, 2008;Yang et al, 2009). The resultant garnet can be termed hypersilicic and, as described below, we find the incorporation of a sodium/alkali component to be more compatible with the compositional patterns that we observe within suites of natural majoritic garnets.…”
Section: Rationale For Calculation Of Majoritic Garnet Substitutionsmentioning
confidence: 99%