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Advanced Space-based Solar Observatory(ASO-S):an overview 被引量:28
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作者 Wei-Qun Gan cheng Zhu +37 位作者 Yuan-Yong Deng Hui Li Yang Su Hai-Ying Zhang Bo chen Zhe Zhang Jian Wu Lei Deng Yu Huang Jian-Feng Yang Ji-Jun Cui Jin Chang Chi Wang Ji Wu Zeng-Shan Yin Wen chen cheng Fang Yi-Hua Yan Jun Lin Wei-Ming Xiong Bin chen Hai-Chao Bao Cai-Xia Cao Yan-Ping Bai Tao Wang bing-long chen Xin-Yu Li Ye Zhang Li Feng Jiang-Tao Su Ying Li Wei chen You-Ping Li Ying-Na Su Hai-Yan Wu Mei Gu Lei Huang Xue-Jun Tang 《Research in Astronomy and Astrophysics》 SCIE CAS CSCD 2019年第11期3-10,共8页
The Advanced Space-based Solar Observatory(ASO-S)is a mission proposed for the 25 th solar maximum by the Chinese solar community.The scientific objectives are to study the relationships between the solar magnetic fie... The Advanced Space-based Solar Observatory(ASO-S)is a mission proposed for the 25 th solar maximum by the Chinese solar community.The scientific objectives are to study the relationships between the solar magnetic field,solar flares and coronal mass ejections(CMEs).Three payloads are deployed:the Full-disk vector Magneto Graph(FMG),the Lyman-αSolar Telescope(LST)and the Hard X-ray Imager(HXI).ASO-S will perform the first simultaneous observations of the photospheric vector magnetic field,non-thermal imaging of solar flares,and the initiation and early propagation of CMEs on a single platform.ASO-S is scheduled to be launched into a 720 km Sun-synchronous orbit in 2022.This paper presents an overview of the mission till the end of Phase-B and the beginning of Phase-C. 展开更多
关键词 space vehicles instruments-Sun magnetic fields-Sun flares-Sun CMEs-Sun UV radiation-Sun X-ray gamma-rays
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Lorentz几何与Einstein方程
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作者 陈兵龙 《中国科学:数学》 CSCD 北大核心 2023年第6期791-814,共24页
本文综述Lorentz几何的一些进展,包括等距嵌入定理、完备稳态真空的Bernstein型定理和局部最优坐标系的构造等.本文的主要目的是发展Lorentz流形上的几何分析并以之来研究Einstein方程.
关键词 Lorentz几何 Einstein方程 调和映射 正则性估计
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Molecular authentication of geo-authentic Scrophularia ningpoensis
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作者 Chuan chen Li-na DUAN +2 位作者 Xiao-long ZHOU bing-long chen cheng-xin FU 《Journal of Zhejiang University-Science B(Biomedicine & Biotechnology)》 SCIE CAS CSCD 2011年第5期393-398,共6页
Scrophularia ningpoensis has long been used in the Chinese Materia Medica for inflammation.Like other herbal medicines,S.ningpoensis collected from different localities may considerably differ in their therapeutic eff... Scrophularia ningpoensis has long been used in the Chinese Materia Medica for inflammation.Like other herbal medicines,S.ningpoensis collected from different localities may considerably differ in their therapeutic efficacy,and the one grown in Zhejiang Province is recognized as geo-authentic.However,it is difficult to confirm the geo-graphical authenticity by similar morphological characteristics.In the present study,inter-simple sequence repeat(ISSR) markers were conducted to detect S.ningpoensis from different origins.A 1 259-bp fragment amplified by primer UBC874 was found only in geo-authentic ones.By cloning and sequencing that specific band,sequence characterized amplified region(SCAR) markers were designed to distinguish geo-authentic S.ningpoensis from others.This is a rapid and easy method that can be used to identify the geographical authenticity of S.ningpoensis. 展开更多
关键词 Inter-simple sequence repeat(ISSR) Sequence characterized amplified region(SCAR) Scrophularia ningpoensis Chinese Materia Medica Traditional Chinese medicine
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Four-manifolds with positive isotropic curvature
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作者 bing-long chen Xian-Tao HUANG 《Frontiers of Mathematics in China》 SCIE CSCD 2016年第5期1123-1149,共27页
We give a survey on 4-dimensional manifolds with positive isotropic curvature. We will introduce the work of B. L. Chen, S. H. Tang and X. P. Zhu on a complete classification theorem on compact four-manifolds with pos... We give a survey on 4-dimensional manifolds with positive isotropic curvature. We will introduce the work of B. L. Chen, S. H. Tang and X. P. Zhu on a complete classification theorem on compact four-manifolds with positive isotropic curvature (PIC). Then we review an application of the classification theorem, which is from Chen and Zhu's work. Finally, we discuss our recent result on the path-connectedness of the moduli spaces of Riemannian metrics with positive isotropic curvature. 展开更多
关键词 Four-manifolds positive isotropic curvature (PIC) Ricci flow
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几何中的双曲性和基本群
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作者 陈兵龙 《中国科学:数学》 2024年第12期2089-2098,共10页
围绕几何中的双曲性这一重要概念,本文综述它与流形的基本群和Euler示性数等有关方面的一些最新研究进展.
关键词 双曲性 基本群 Euler示性数
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