黄河清 - 中国科学院大学 - 资源与环境学院

个人简介

招生专业 070501-自然地理学招生方向水资源管理学历 1979-1983，武汉水利水电学院（现属武汉大学）治河工程系，本科生（1983年6月获工学学士学位）； 1983-1986，清华大学水利工程系泥沙研究室，硕士研究生（1986年6月获工学硕士学位）； 1993-1997，澳大利亚伍伦岗大学地理系，博士研究生（1997年5月获博士学位）。出国学习工作 1991-1993，澳大利亚纽卡斯尔大学土木环境工程系、悉尼大学地理系，访问学者； 1996-1999，澳大利亚伍伦岗大学地理系，博士后； 2000-2002，英国格拉斯哥大学地理与地形系，研究人员； 2002-2005，英国牛津大学地理与环境学院，研究人员。工作经历 1986-1991，中国科学院原自然资源综合考察委员会水资源研究室； 1991-2005，澳大利亚和英国留学、工作； 2005年7月-，中国科学院地理科学与资源研究所，研究员； 2007年获国家杰出青年科学基金资助。主要承担的科研项目： 1. 中国科学院创新研究项目：复杂性理论在区域水土资源综合利用与保护中的应用（2006-2010）； 2. 科技部国家支撑计划项目分课题：典型脆弱生态区生态补偿实施的综合监测与评估技术研发（2006-2010）； 3. 国家自然科学基金委杰出青年基金项目：地貌学-最小作用量原理在河流平面型态自动调整中的应用于黄河和长江中下游河道整治方略研究（2008-2011）； 4. 中国科学院中-荷国际合作重点项目：与水共处的治水方略：全球气候变化和海平面上升条件下珠江三角洲地区土地利用与水系统适应性管理研究（2010-2013）； 5. 国家自然科学基金委项目：冲积河流线性理论在分汊河流演变过程中的应用研究（2012-2015）。

研究领域

河流地貌与流域管理主要利用基于最小作用量原理的河道形态变分分析方法与复杂性理论，分析河流地貌形态发育过程，解析气候变化和水资源开发利用对河流地貌及其生态系统的影响程度，揭示河流侵蚀与沉积时空变化特征和各类地貌形态形成的水动力机理和地貌条件，为区域和流域尺度上的河道整治、洪涝防治、水资源和水生态系统保护和利用决策提供科技支撑。

近期论文

查看导师新发文章（温馨提示：请注意重名现象，建议点开原文通过作者单位确认）

1. Liu, X., Huang, H.Q., and Nanson, G.C. (2016). The morphometric variation of islands in the middle and lower Yangtze River: a variational analytical explanation. Geomorphology, 261, 273-281. 2. Ma, Y., and Huang, H.Q. (2016). Controls of channel morphology and sediment concentration on flow resistance in a large sand-bed river: a case study of the lower yellow river. Geomorphology, 264, 132-146. 3. Zhou, Y., Huang, H.Q., Nanson, G.C., Huang, C., and Liu, G. (2015). Progradation of the Yellow (Huanghe) River delta in response to the implementation of a basin-scale water regulation program. Geomorphology, 243, 65–74. 4. He Qing Huang, Caiyun Deng, Gerald C. Nanson, Beilin Fan, Xiaofang Liu, Tonghuan Liu and Yuanxu Ma (2014). A test of equilibrium theory and a demonstration of its practical application for predicting the morphodynamics of the Yangtze River. Earth Surface Processes and Landforms, 39, 669–675. 5. He Qing Huang, Xiaofang Liu, Gerald C. Nanson (2014). Commentary on a Conceptual model for complex river responses usingan expanded Lane diagram by David Dust and Ellen Wohl”, Geomorphology, Volume 139–140, March 2012, Pages 109–121. Geomorphology 209, 140–142. 6. Guo-an Yu, He Qing Huang, Zhaoyin Wang, Gary Brierley, Kang Zhang (2012). Rehabilitation of a debris-flow prone mountain stream in southwestern China – Strategies, effects and implications. Journal of Hydrology, 414–415, 231–243. 7. Yuanxu Ma, He Qing Huang, Gerald C. Nanson, Yong Li, Wenyi Yao (2012). Channel adjustments in response to the operation of large dams: The upper reach of the lower Yellow River. Geomorphology, 147–148, 35–48. 8. Gary Brierley, He Qing Huang, Anze Chen, Simon Aiken, Mike Crozier, Wolfgang Eder, Andrew Goudie, Yuanxu Ma,Jan-Hendrik May, Piotr Migon, Gerald Nanson, Deli Qi, Heather Viles, Chris Wood, Robert Wray, Guifang Yang, Xiaoping Yang and Guo-an Yu (2011). Naming conventions in geomorphology: contributions and controversies in the sandstone landscape of Zhangjiajie Geopark, China. Earth Surface Processes and Landforms, 36, 1981–1984. 9. Huang, He Qing (2010). Reformulation of the bed load equation of Meyer‐Peter and Muller in light of the linearity theory for alluvial channel flow, Water Resources Research, 46, W09533, 1-9. 10. Yuanxu Ma, He Qing Huang, Jiongxin Xu, Gary J. Brierley, Zhijun Yao (2010). Variability of effective discharge for suspended sediment transport in a large semi-arid river basin, Journal of Hydrology, 388, 357-369. 11. Nanson, G.C. and Huang, H.Q. (2008). Least action principle, equilibrium states, iterative adjustment and the stability of river channels, Earth Surface Processes and Landforms, 33, 923-942. 12. Huang, H.Q. and Nanson, G.C. (2007). Why some alluvial rivers develop an anabranching pattern, Water Resources Research, 43, W07441, 1-12. 13. Huang, H.Q. and Chang, H.H. (2006). Scale independent linear behavior of alluvial channel flow, Journal of Hydraulic Engineering, American Society of Civil Engineers, 132(7), 721-730. 14. Huang, H.Q., Chang, H.H. and Nanson, G.C. (2004). Minimum energy as a general form of critical flow and maximum flow efficiency and for explaining variations in river channel pattern, Water Resources Research, 40, W04502, 1-13. 15. Huang, H.Q. and Nanson, G.C. (2002). A stability criterion inherent in laws governing alluvial channel flow, Earth Surface Processes and Landforms, 27(8), 929-944. 16. Huang, H.Q., Nanson, G.C. and Fagan, S.D. (2002). Hydraulic geometry of straight alluvial channels and the variational principle of least action, Journal of Hydraulic Research, 40(2), 153-160. 17. Huang, H.Q. and Nanson, G.C. (2000). Hydraulic geometry and maximum flow efficiency as products of the principle of least action, Earth Surface Processes and Landforms, 25, 1-16. 18. Huang, H.Q. and Nanson, G.C. (1998). The influence of bank strength on channel geometry, Earth Surface Processes and Landforms, 23, 865-876. 19. Huang, H.Q. and Nanson, G.C. (1997). Vegetation and channel variation; a case study of four small streams in southeastern Australia, Geomorphology, 18, 237-249. 20. Huang, H.Q. and Warner, R.F. (1995). The multivariate controls of hydraulic geometry; a causal investigation in terms of boundary shear distribution, Earth Surfaces Processes and Landforms, 20, 115-130.