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Interplanetary Physics in China's Mainland
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作者 ZHAO Xinhua ZHANG Min +3 位作者 WANG Yuming HE Jiansen NING Hao QIN Gang 《空间科学学报》 CAS CSCD 北大核心 2018年第5期665-693,共29页
During the past two years(2016–2018), great achievements have been made in the Chinese research of interplanetary physics, with nearly 100 papers published in the academic journals. The achievements are including but... During the past two years(2016–2018), great achievements have been made in the Chinese research of interplanetary physics, with nearly 100 papers published in the academic journals. The achievements are including but not limited to the following topics: solar corona; solar wind and turbulence; filament/prominence and jets; solar flare; radio bursts; particle acceleration at coronal shocks; magnetic flux ropes; instability;instrument; Coronal Mass Ejections(CMEs) and their interplanetary counterparts; Magnetohydrodynamic(MHD) numerical modeling; solar energetic particles and cosmic rays. The progress further improves our understanding of the eruptions of solar activities, their evolutions and propagations in the heliosphere, and final geoeffects on our Earth. These results were achieved by the Chinese solar and space scientists independently or via international collaborations. This paper will give a brief review of these achievements. 展开更多
关键词 星际 物理 中国 太阳耀斑 大陆 粒子加速 不稳定性 数字建模
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Condensation of eigen microstate in statistical ensemble and phase transition 被引量:5
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作者 GaoKe Hu Teng Liu +2 位作者 MaoXin Liu Wei Chen XiaoSong Chen 《Science China(Physics,Mechanics & Astronomy)》 SCIE EI CAS CSCD 2019年第9期41-48,共8页
In a statistical ensemble with M microstates, we introduce an M × M correlation matrix with correlations among microstates as its elements. Eigen microstates of ensemble can be defined using eigenvectors of the c... In a statistical ensemble with M microstates, we introduce an M × M correlation matrix with correlations among microstates as its elements. Eigen microstates of ensemble can be defined using eigenvectors of the correlation matrix. The eigenvalue normalized by M represents weight factor in the ensemble of the corresponding eigen microstate. In the limit M →∞, weight factors drop to zero in the ensemble without localization of the microstate. The finite limit of the weight factor when M →∞ indicates a condensation of the corresponding eigen microstate. This finding indicates a transition into a new phase characterized by the condensed eigen microstate. We propose a finite-size scaling relation of weight factors near critical point, which can be used to identify the phase transition and its universality class of general complex systems. The condensation of eigen microstate and the finite-size scaling relation of weight factors are confirmed using Monte Carlo data of one-dimensional and two-dimensional Ising models. 展开更多
关键词 STATISTICAL ENSEMBLE EIGEN MICROSTATE CONDENSATION phase transition FINITE-SIZE scaling
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De Haas–van Alphen study on three-dimensional topological semimetal pyrite PtBi2
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作者 Wenshuai Gao Xiangde Zhu +9 位作者 Jin Hu Shujing Li Fawei Zheng Hongwei Zhang Min Wu Guolin Zheng Ning Hao Ping Zhang Wei Ning Mingliang Tian 《Science Bulletin》 SCIE EI CAS CSCD 2019年第20期1496-1501,共6页
We present the systematic de Haas–van Alphen(d Hv A) quantum oscillations studies on the recently discovered topological Dirac semimetal pyrite PtBi2 single crystals. Remarkable d Hv A oscillations are emerged at a l... We present the systematic de Haas–van Alphen(d Hv A) quantum oscillations studies on the recently discovered topological Dirac semimetal pyrite PtBi2 single crystals. Remarkable d Hv A oscillations are emerged at a low field about 1.5 T. From the analyses of the d Hv A oscillations, we extract the high quantum mobilities, light effective masses and phase shift factors for the Dirac fermions in pyrite PtBi2. From the angular dependence of the d Hv A oscillations, we map out the topology of the Fermi surface.Furthermore, we identify two additional oscillation frequencies that are not probed by the Sd H oscillations, which provides us with opportunities to further understand its Fermi surface topology. 展开更多
关键词 TOPOLOGICAL SEMIMETAL PYRITE PtBi2 DE Haas–van Alphen effect FERMI surface topology
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