TY - JOUR
T1 - P-V-T equation of state for ε-iron up to 80 GPa and 1900 K using the Kawai-type high pressure apparatus equipped with sintered diamond anvils
AU - Yamazaki, Daisuke
AU - Ito, Eiji
AU - Yoshino, Takashi
AU - Yoneda, Akira
AU - Guo, Xinzhuan
AU - Zhang, Baohua
AU - Sun, Wei
AU - Shimojuku, Akira
AU - Tsujino, Noriyoshi
AU - Kunimoto, Takehiro
AU - Higo, Yuji
AU - Funakoshi, Ken Ichi
PY - 2012/10/28
Y1 - 2012/10/28
N2 - In order to determine the P-V-T equation of state of -iron, in situ X-ray observations were carried out at pressures up to 80 GPa and temperatures up to 1900 K using the Kawai-type high pressure apparatus equipped with sintered diamond anvils which was interfaced with synchrotron radiation. The present results indicate the unit cell volume at ambient conditions V0 = 22.15(5) Å3, the isothermal bulk modulus KT0 = 202(7) GPa and its pressure derivative KT0 = 4.5(2), the Debye temperature θ0 = 1173(62) K, Grneisen parameter at ambient pressure γ0 = 3.2(2), and its logarithmic volume dependence q = 0.8(3). Furthermore, thermal expansion coefficient at ambient pressure was determined to be α0(K-1) = 3.7(2) × 10 -5 + 7.2(6) × 10-8(T-300) and Anderson-Grneisen parameter δT = 6.2(3). Using these parameters, we have estimated the density of -iron at the inner core conditions to be ∼3% denser than the value inferred from seismological observation. This result indicates that certain amount of light elements should be contained in the inner core as well as in the outer core but in definitely smaller amount.
AB - In order to determine the P-V-T equation of state of -iron, in situ X-ray observations were carried out at pressures up to 80 GPa and temperatures up to 1900 K using the Kawai-type high pressure apparatus equipped with sintered diamond anvils which was interfaced with synchrotron radiation. The present results indicate the unit cell volume at ambient conditions V0 = 22.15(5) Å3, the isothermal bulk modulus KT0 = 202(7) GPa and its pressure derivative KT0 = 4.5(2), the Debye temperature θ0 = 1173(62) K, Grneisen parameter at ambient pressure γ0 = 3.2(2), and its logarithmic volume dependence q = 0.8(3). Furthermore, thermal expansion coefficient at ambient pressure was determined to be α0(K-1) = 3.7(2) × 10 -5 + 7.2(6) × 10-8(T-300) and Anderson-Grneisen parameter δT = 6.2(3). Using these parameters, we have estimated the density of -iron at the inner core conditions to be ∼3% denser than the value inferred from seismological observation. This result indicates that certain amount of light elements should be contained in the inner core as well as in the outer core but in definitely smaller amount.
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U2 - 10.1029/2012GL053540
DO - 10.1029/2012GL053540
M3 - Article
AN - SCOPUS:84868014764
SN - 0094-8276
VL - 39
JO - Geophysical Research Letters
JF - Geophysical Research Letters
IS - 20
M1 - L20308
ER -