Shan Qin

Dr. Shan Qin

orcid

Research Focus & Metrics

Academic Career Length

18Years (2009-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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15 April 2016 in Journal of Thermal Analysis and Calorimetry
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XGXiaobin Gu
Xiaobin Gu
SQShan Qin
Shan Qin
XWXiang Wu
Xiang Wu
YLYuan Li
Yuan Li
YLYingxin Liu
Yingxin Liu

2 May 2019 in European Journal of Inorganic Chemistry
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Journal Article
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GYGuan Yuan
Guan Yuan
SHShengxuan Huang
Shengxuan Huang
SQShan Qin
Shan Qin
XWXiang Wu
Xiang Wu
HDHongrui Ding
Hongrui Ding
ALAnhuai Lu
Anhuai Lu

17 September 2014 in Physics and Chemistry of Minerals
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JGJing Gao
Jing Gao
WHWeifeng Huang
Weifeng Huang
XWXiang Wu
Xiang Wu
DFDawei Fan
Dawei Fan
ZWZiyu Wu
Ziyu Wu
SQShan Qin
Shan Qin

2 January 2014 in High Pressure Research
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Journal Article
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JGJing Gao
Jing Gao
FZFeng Zhu
Feng Zhu
XLXiaojing Lai
Xiaojing Lai
RHRong Huang
Rong Huang
SQShan Qin
Shan Qin
XWXiang Wu
Xiang Wu
Natural smithsonite (ZnCO3) has been investigated by synchrotron radiation X-ray diffraction and X-ray absorption spectroscopy combined with diamond anvil cells up to 50 GPa at room temperature. At ambient pressure, smithsonite adopts as calcite phase with a=4.6557(11) Å and c=15.072(12) Å. Both experimental results demonstrate that no phase transition occurs in the present examined pressure range. Isothermal pressure–volume relationship of smithsonite can be well described by the third-order Birch–Murnaghan equation of state with V0=284.6(7) Å3, B0=126.8(6) GPa and (fixed). The axial compressibility of smithsonite presents clear anisotropy with αc=3.60×10−3 Å GPa−1>αa=1.21×10−3Å GPa −1. ZnCO3-smithsonite is proposed to approach the NaCl rocksalt structure on compression.

31 March 2009 in Journal of Physics: Condensed Matter
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XWX Wu
X Wu
GSG Steinle-Neumann
G Steinle-Neumann
SQShan Qin
Shan Qin
MKM Kanzaki
M Kanzaki
Leonid DubrovinskyLeonid Dubrovinsky
Leonid Dubrovinsky
An investigation into the high-pressure behavior of AX(2)-type iron pnictides was conducted using first-principles calculations based on density functional theory within the generalized gradient approximation. Our results demonstrate that a phase transition from the marcasite to the CuAl(2) occurs at 108 GPa for FeP(2), at 92 GPa for FeAs(2), and at 38 GPa for FeSb(2), accompanying a semiconductor-to-metal crossover. A linear relationship between bulk moduli and the inverse specific volume is proposed to be B(0) = 17 498/V(0)-45.9 GPa for the marcasite-type phase and B(0) = 31 798/V(0)-67.5 GPa for the CuAl(2)-type phase. According to the observed structural evolutions, we claim that the regular marcasite transforms to the CuAl(2)-type phase and the anomalous marcasite transforms to the pyrite-type phase at high pressures.

18 November 2017 in Journal of Geophysical Research: Solid Earth
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FQFei Qin
Fei Qin
Xiang WuXiang Wu
Xiang Wu
DZDongzhou Zhang
Dongzhou Zhang
SQShan Qin
Shan Qin
SJSteven D. Jacobsen
Steven D. Jacobsen
The natural occurrence of clinohumite in metabasalts and hydrothermally altered peridotites provides a source of water‐rich minerals in subducted slabs, making knowledge of their phase relations and crystal chemistry under high pressure‐temperature (P‐T) conditions important for understating volatile recycling and geodynamic process in the Earth's mantle. Here we present a synchrotron‐based, single‐crystal X‐ray diffraction study on two natural Ti‐bearing clinohumites up to ~28 GPa and 750 K in order to simulate conditions within subducted slabs. No phase transition occurs in clinohumite over this P‐T range. Pressure‐volume relationships of both compositions at room temperature were fitted to a third‐order Birch‐Murnaghan equation of state (EoS) with V0 = 650.4(3) Å3, KT0 = 141(4) GPa, and KT0′ = 4.0(6) for Ti‐poor clinohumite (0.07 Ti per formula unit, pfu) and V0 = 650.8(3) Å3, KT0 = 144(4) GPa, and KT0′ = 3.6(7) for Ti‐rich clinohumite (0.21 Ti pfu). Both clinohumites exhibit anisotropic compression with βb > βc > βa. We also refined P‐V‐T equation of state parameters using the high‐temperature Birch‐Murnaghan EoS, yielding (∂KT0/∂T)P = −0.040(10) GPa/K and αT = 5.1(6) × 10−5 K−1 for Ti‐poor clinohumite and (∂KT0/∂T)P = −0.045(11) GPa/K and αT = 5.7(6) × 10−5 K−1 for Ti‐rich clinohumite. Ti‐poor and Ti‐rich clinohumites display similar equations of state but are ~20% more incompressible than Mg‐pure clinohumite and display ~5% higher bulk sound velocity than olivine at upper mantle conditions. Our results provide constraints for modeling geodynamic process related to the subduction and transport of potentially water‐rich slabs in the mantle.