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Three-dimensional lithospheric density distribution of China and surrounding regions
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作者 Chuantao Li Guibin Zhang +2 位作者 Xinsheng Wang Zhengkai Wang Jian Fang 《Geoscience Frontiers》 SCIE CAS CSCD 2014年第1期95-102,共8页
In this paper, we analyze lithospheric density distribution of China and surrounding regions on the basis of 30' × 30' gravity data and 1°×1 °P-wave velodty data, Firstly, we used the empirical e... In this paper, we analyze lithospheric density distribution of China and surrounding regions on the basis of 30' × 30' gravity data and 1°×1 °P-wave velodty data, Firstly, we used the empirical equation be- tween the density and the P-wave velocity difference as the base of the initial model of the Asian lithospheric density. Secondly, we calculated the gravity anomaly, caused by the Moho discontinuity and the sedimentary layer discontinuity, by the Parker formula. Thirdly, the gravity anomaly of the spherical harmonics with 2 40 order for the anomalous body below the lithosphere is calculated based on the model of EGM96. Finally, by using Algebra Reconstruction Techniques (ART), the inversion of 30' ~ 30' residual lithospheric Bouguer gravity anomaly caused by the lithosphere yields a rather detailed struc- tural model. The results show that the lithospheric density distribution of China and surrounding regions has a certain connection with the tectonic structure. The density is relatively high in the Philippine Sea plate, Japan Sea, the Indian plate, the Kazakhstan shield and the Western Siberia plain, whereas the Tibetan Plateau has low-density characteristics. The minimum value of density lies in the north of Philippines, in the Taiwan province and in the Ryukyu island arc. 展开更多
关键词 Asian lithosphere Residual Bouguer gravity anomaly Inversion Three-dimensional lithospheric density structure
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Core-softened potentials, multiple liquid-liquid critical points, and density anomaly regions: An exact solution 被引量:1
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作者 Eduardo O. Rizzatti Marco Aurelio A. Barbosa Marcia C. Barbosa 《Frontiers of physics》 SCIE CSCD 2018年第1期85-94,共10页
The pressure versus temperature phase diagram of a shoulder-like potential is exactly computed in one system of particles interacting through a multiscale dimension. The N-shoulder potential exhibits N density anomaly... The pressure versus temperature phase diagram of a shoulder-like potential is exactly computed in one system of particles interacting through a multiscale dimension. The N-shoulder potential exhibits N density anomaly regions in the phase diagram if the length scales can be connected by a convex curve The result is analyzed in terms of the convexity of the Gibbs free energy. 展开更多
关键词 density anomalies regions
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