Table 2.

Reported standard-state volumes and isothermal elastic properties. Linear compressibilities are often reported as |$K_{a^3} = (\partial (\ln (a^3)) / \partial P)^{-1} = (3 \partial (\ln (a)) / \partial P)^{-1} = 1 / (3 \beta _a)$|⁠, or as |$(\partial (a/a_0) / \partial P) = \beta _a (a/a_0)$|⁠. |$K_{\text{TR}}$| (from betas) |$= 1/(\beta _a + \beta _b + \beta _c)$|⁠. Compressibility values with |$^{+}$| were calculated for the current study by fitting |$a^3$| and |$c^3$| to a Birch–Murnaghan equation of state; other values are taken directly from the literature.

PublicationV|$^3$|⁠)|$K_{\text{T}}$| (GPa)|$K_{\text{T}}^{\prime }$||$\beta _{\text{T}a}$| (TPa|$^{-1}$|⁠)|$\beta _{\text{T}c}$| (TPa|$^{-1}$|⁠)|$\beta _{\text{T}c}/\beta _{\text{T}a}$||$K_{\text{T}}$| (from betas)
Olinger (1976)46.608(10)288(13)6(1)1.31(11)0.57(22)0.44(17)313
Sato (1977)298(5)0.7(1.1)1.280.730.57304
Sugiyama et al. (1987)46.591(1)313(4)6(fixed)1.22(2)0.64(3)0.52(3)325
Ross et al. (1990)46.615(16)313(4)1.7(6)1.190.690.58326
Li et al. (1996)46.54302(5)5.3(1)
Liu et al. (1999)46.547(12)295(12)5(4)1.24(4)0.65(4)0.52(5)319
Andrault et al. (1998)46.63291(1)4.3(1)
Yamanaka et al. (2002)46.61292(13)6|$^{*}$|1.28200.48780.38328
Andrault et al. (2003)46.5126(61)309.9(11)4.59(23)1.30(10)|$^{+}$|0.60(5)|$^{+}$|0.46(7)|$^{+}$|314(18)|$^{+}$|
Nishihara et al. (2005)46.56(1)296(5)4.2(4)1.37(6)|$^{+}$|0.74(9)|$^{+}$|0.54(9)|$^{+}$|355(23)|$^{+}$|
Jiang et al. (2009)299(1)4.4(2)1.30.640.49309
Wang et al. (2012)46.55|$^{*}$|292(2)5.01(12)1.5(7)|$^{+}$|0.8(6)|$^{+}$|0.5(6)|$^{+}$|400(180)|$^{+}$|
Grocholski et al. (2013)46.63(3)317(3)4|$^{*}$|
Nisr et al. (2017)46.569(11)312(2)4.59|$^{*}$|
Buchen et al. (2018)46.43(10)344(25)6.0(11)1.15(6)0.682(7)0.59(4)335
Fischer et al. (2018)4.655(fixed)302(fixed)5.24(9)1.24(6)0.77(5)0.62(0.02)308(4)
Zhang et al. (2021)46.57(3)317.2(26)4.8(2)1.22(7)|$^{+}$|0.63(4)|$^{+}$|0.52(6)|$^{+}$|310(13)|$^{+}$|
Zhang et al. (2023)46.6(2)301.2(18)4.1(2)1.13(13)|$^{+}$|0.64(12)|$^{+}$|0.56(17)|$^{+}$|299(32)|$^{+}$|
PublicationV|$^3$|⁠)|$K_{\text{T}}$| (GPa)|$K_{\text{T}}^{\prime }$||$\beta _{\text{T}a}$| (TPa|$^{-1}$|⁠)|$\beta _{\text{T}c}$| (TPa|$^{-1}$|⁠)|$\beta _{\text{T}c}/\beta _{\text{T}a}$||$K_{\text{T}}$| (from betas)
Olinger (1976)46.608(10)288(13)6(1)1.31(11)0.57(22)0.44(17)313
Sato (1977)298(5)0.7(1.1)1.280.730.57304
Sugiyama et al. (1987)46.591(1)313(4)6(fixed)1.22(2)0.64(3)0.52(3)325
Ross et al. (1990)46.615(16)313(4)1.7(6)1.190.690.58326
Li et al. (1996)46.54302(5)5.3(1)
Liu et al. (1999)46.547(12)295(12)5(4)1.24(4)0.65(4)0.52(5)319
Andrault et al. (1998)46.63291(1)4.3(1)
Yamanaka et al. (2002)46.61292(13)6|$^{*}$|1.28200.48780.38328
Andrault et al. (2003)46.5126(61)309.9(11)4.59(23)1.30(10)|$^{+}$|0.60(5)|$^{+}$|0.46(7)|$^{+}$|314(18)|$^{+}$|
Nishihara et al. (2005)46.56(1)296(5)4.2(4)1.37(6)|$^{+}$|0.74(9)|$^{+}$|0.54(9)|$^{+}$|355(23)|$^{+}$|
Jiang et al. (2009)299(1)4.4(2)1.30.640.49309
Wang et al. (2012)46.55|$^{*}$|292(2)5.01(12)1.5(7)|$^{+}$|0.8(6)|$^{+}$|0.5(6)|$^{+}$|400(180)|$^{+}$|
Grocholski et al. (2013)46.63(3)317(3)4|$^{*}$|
Nisr et al. (2017)46.569(11)312(2)4.59|$^{*}$|
Buchen et al. (2018)46.43(10)344(25)6.0(11)1.15(6)0.682(7)0.59(4)335
Fischer et al. (2018)4.655(fixed)302(fixed)5.24(9)1.24(6)0.77(5)0.62(0.02)308(4)
Zhang et al. (2021)46.57(3)317.2(26)4.8(2)1.22(7)|$^{+}$|0.63(4)|$^{+}$|0.52(6)|$^{+}$|310(13)|$^{+}$|
Zhang et al. (2023)46.6(2)301.2(18)4.1(2)1.13(13)|$^{+}$|0.64(12)|$^{+}$|0.56(17)|$^{+}$|299(32)|$^{+}$|
Table 2.

Reported standard-state volumes and isothermal elastic properties. Linear compressibilities are often reported as |$K_{a^3} = (\partial (\ln (a^3)) / \partial P)^{-1} = (3 \partial (\ln (a)) / \partial P)^{-1} = 1 / (3 \beta _a)$|⁠, or as |$(\partial (a/a_0) / \partial P) = \beta _a (a/a_0)$|⁠. |$K_{\text{TR}}$| (from betas) |$= 1/(\beta _a + \beta _b + \beta _c)$|⁠. Compressibility values with |$^{+}$| were calculated for the current study by fitting |$a^3$| and |$c^3$| to a Birch–Murnaghan equation of state; other values are taken directly from the literature.

PublicationV|$^3$|⁠)|$K_{\text{T}}$| (GPa)|$K_{\text{T}}^{\prime }$||$\beta _{\text{T}a}$| (TPa|$^{-1}$|⁠)|$\beta _{\text{T}c}$| (TPa|$^{-1}$|⁠)|$\beta _{\text{T}c}/\beta _{\text{T}a}$||$K_{\text{T}}$| (from betas)
Olinger (1976)46.608(10)288(13)6(1)1.31(11)0.57(22)0.44(17)313
Sato (1977)298(5)0.7(1.1)1.280.730.57304
Sugiyama et al. (1987)46.591(1)313(4)6(fixed)1.22(2)0.64(3)0.52(3)325
Ross et al. (1990)46.615(16)313(4)1.7(6)1.190.690.58326
Li et al. (1996)46.54302(5)5.3(1)
Liu et al. (1999)46.547(12)295(12)5(4)1.24(4)0.65(4)0.52(5)319
Andrault et al. (1998)46.63291(1)4.3(1)
Yamanaka et al. (2002)46.61292(13)6|$^{*}$|1.28200.48780.38328
Andrault et al. (2003)46.5126(61)309.9(11)4.59(23)1.30(10)|$^{+}$|0.60(5)|$^{+}$|0.46(7)|$^{+}$|314(18)|$^{+}$|
Nishihara et al. (2005)46.56(1)296(5)4.2(4)1.37(6)|$^{+}$|0.74(9)|$^{+}$|0.54(9)|$^{+}$|355(23)|$^{+}$|
Jiang et al. (2009)299(1)4.4(2)1.30.640.49309
Wang et al. (2012)46.55|$^{*}$|292(2)5.01(12)1.5(7)|$^{+}$|0.8(6)|$^{+}$|0.5(6)|$^{+}$|400(180)|$^{+}$|
Grocholski et al. (2013)46.63(3)317(3)4|$^{*}$|
Nisr et al. (2017)46.569(11)312(2)4.59|$^{*}$|
Buchen et al. (2018)46.43(10)344(25)6.0(11)1.15(6)0.682(7)0.59(4)335
Fischer et al. (2018)4.655(fixed)302(fixed)5.24(9)1.24(6)0.77(5)0.62(0.02)308(4)
Zhang et al. (2021)46.57(3)317.2(26)4.8(2)1.22(7)|$^{+}$|0.63(4)|$^{+}$|0.52(6)|$^{+}$|310(13)|$^{+}$|
Zhang et al. (2023)46.6(2)301.2(18)4.1(2)1.13(13)|$^{+}$|0.64(12)|$^{+}$|0.56(17)|$^{+}$|299(32)|$^{+}$|
PublicationV|$^3$|⁠)|$K_{\text{T}}$| (GPa)|$K_{\text{T}}^{\prime }$||$\beta _{\text{T}a}$| (TPa|$^{-1}$|⁠)|$\beta _{\text{T}c}$| (TPa|$^{-1}$|⁠)|$\beta _{\text{T}c}/\beta _{\text{T}a}$||$K_{\text{T}}$| (from betas)
Olinger (1976)46.608(10)288(13)6(1)1.31(11)0.57(22)0.44(17)313
Sato (1977)298(5)0.7(1.1)1.280.730.57304
Sugiyama et al. (1987)46.591(1)313(4)6(fixed)1.22(2)0.64(3)0.52(3)325
Ross et al. (1990)46.615(16)313(4)1.7(6)1.190.690.58326
Li et al. (1996)46.54302(5)5.3(1)
Liu et al. (1999)46.547(12)295(12)5(4)1.24(4)0.65(4)0.52(5)319
Andrault et al. (1998)46.63291(1)4.3(1)
Yamanaka et al. (2002)46.61292(13)6|$^{*}$|1.28200.48780.38328
Andrault et al. (2003)46.5126(61)309.9(11)4.59(23)1.30(10)|$^{+}$|0.60(5)|$^{+}$|0.46(7)|$^{+}$|314(18)|$^{+}$|
Nishihara et al. (2005)46.56(1)296(5)4.2(4)1.37(6)|$^{+}$|0.74(9)|$^{+}$|0.54(9)|$^{+}$|355(23)|$^{+}$|
Jiang et al. (2009)299(1)4.4(2)1.30.640.49309
Wang et al. (2012)46.55|$^{*}$|292(2)5.01(12)1.5(7)|$^{+}$|0.8(6)|$^{+}$|0.5(6)|$^{+}$|400(180)|$^{+}$|
Grocholski et al. (2013)46.63(3)317(3)4|$^{*}$|
Nisr et al. (2017)46.569(11)312(2)4.59|$^{*}$|
Buchen et al. (2018)46.43(10)344(25)6.0(11)1.15(6)0.682(7)0.59(4)335
Fischer et al. (2018)4.655(fixed)302(fixed)5.24(9)1.24(6)0.77(5)0.62(0.02)308(4)
Zhang et al. (2021)46.57(3)317.2(26)4.8(2)1.22(7)|$^{+}$|0.63(4)|$^{+}$|0.52(6)|$^{+}$|310(13)|$^{+}$|
Zhang et al. (2023)46.6(2)301.2(18)4.1(2)1.13(13)|$^{+}$|0.64(12)|$^{+}$|0.56(17)|$^{+}$|299(32)|$^{+}$|
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