The equation-of-states of Jilin ordinary chondrite and Nandan iron meteorite |
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Authors: | Chengda Dai Xiaogang Jin Shiqin Fu Shangchun Shi Daode Wang |
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Affiliation: | (1) National Laboratory of Shock Wave and Detonation Physics, Chinese Academy of Engineering Physics, 610003 Chengdu, China;(2) Guangzhou Institute of Geochemistry, Chinese Academy of Sciences, 510640 Guangzhou, China |
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Abstract: | Shock wave data for Jilin ordinary chondrite and Nandan iron meteorite are measured by electric-pin techniques on the dynamic high-pressure device equipped with a two-stage light gas gun, and then equation-of-states supposedly fit for describing theirP- V-E relations are chosen to evaluate the values of their parameters. Demonstrated from the comparison between P-V curves of equation-of-states and experimental data points, P-V relation of Jilin ordinary chondrite can be described by the universal equation-of-state, of which bulk modulus value of zero-pressure Kos = 48.10 GPa, its pressure derivativeK’ os = 4.13. That of Nandan iron meteorite can be described by the three-term form of equation-of-state, of which the values of two matter parameters Q = 41.235 31 GPa, q = 12. 27179. The Hugoniot data and equation-of-states for Jilin ordinary chondrite and Nandan iron meteorite are first reported in this paper. The equation-of-state defined by Hugoniot data measurement provides strong empirical support for describing the compression of meteorites to high pressure. Project supported by the National Natural Science Foundation of China. |
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Keywords: | meteorite Hugoniot curve equation-of-state |
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