真人庄闲和_真人闲庄app【免费下载】

山色空蒙,百廿年武大繁花似锦;
水光潋滟,六十载水院风景如画。

团结协作,锲而不舍,
水利人承水利魂

拳拳热血,携手同行,
齐心共筑水院之家。

功以才成,业由才广。
百川揽英才,雅园育翘楚。

博学之,审问之,慎思之,
明辨之,笃行之。

聚莘莘学子,助载梦启航。

悠悠校友情,拳拳报校心。

团结协作,锲而不舍,
水利人承水利魂

水利工程系

当前所在位置:首页 > 师资队伍 > 学者风采 > 水利工程系
查元源

1.png

  査元源,男,汉族,安徽怀宁人,1987年生,武汉大学副教授。2008年获武汉大学农业水利工程学士学位,2014年获得武汉大学水利水电工程博士学位,2012-2015年在美国亚利桑那大学开展联合培养及博士后研究,2016年1月至2020年2月任真人庄闲和副研究员,2020年3月至今任副教授。主要从事地下水、土壤水及农业水环境方向相关研究和教学工作。主要感兴趣领域包括:1.土壤水、地下水及溶质运移高效数值算法:开发了非迭代主变量切换等相关土壤水高效算法,弥补了现有模型的不足,发表软件著作权4项,应用于我国河套等大型灌区的土壤水盐运动预测问题;2.土壤水、地下水数据融合、数据同化和水力层析问题:采用数据融合算法挖掘数据价值,识别模型不确定性因子和土壤空间结构,提高模型预测精度和可靠性,应用于华北地下水超采、长江中下游农业面源污染、美国图森机场污染地下水修复、我国有机污染场地热修复等问题的预测和管理;3. 精准农业:利用卫星、无人机遥感和物联网土壤水-热-盐传感器等新型观测手段,结合作物机理模型和机器学习、深度学习算法,对农业水肥管理和作物响应做精准诊断和预测,开发了基于深度学习的作物病虫害识别软件,成果集成于ET农业大脑管理系统,应用于我国广西甘蔗、湖北水稻、福建生菜等作物的水肥药管理。发表论文60余篇,其中以第一/通讯作者发表SCI论文20余篇,出版专著2部。

  l  联系方式

  1. 邮箱: zhayuan87@whu.edu.cn; zhayuan87@gmail.com(欢迎研究生报考)

  2. 地址: 湖北省武汉市武汉大学水资源与水电工程科学国家重点实验室农水楼320室

  3. 个人网站:https://www.researchgate.net/profile/Yuanyuan_Zha2;

  4. ORCID: orcid.org/0000-0003-4323-0730

  l  讲授课程

  1. 研究生《地下水动力学》

  2. 本科生《地下水水文学》;《Irrigation and Drainage Engineering》;《地理信息系统》;《灌溉排水工程设计》;《地下水与人类文明》;《灌溉排水工程学》

  l  专著

  1. 杨金忠,朱焱,查元源,蔡树英,查元源地下水与土壤水运动数值方法及模型,科学出版社,2016.06.01

  2. Mao Deqiang,Tian-Chyi Jim Yeh,Walter Illman,Andrew Revil,Jet-Chau Wen,Yuanyuan Zha,Hydraulic tomography, in Handbook of Groundwater Engineering: 3rd edition,CRC Press,2017.03.01

  l  期刊论文

  Li, P., Zha*, Y., Shi, L., Tso, M. C.-H., Zhang, Y., Zeng, W. 2020,Comparison of the use of a physical-based model with data assimilation and machine learning methods for simulating soil water dynamics, Journal of Hydrology.SCI一区)

  Zhu*, L., Shen, T., Ma, R., Fan, D., Zhang, Y., Zha.Y*. 2020,Development of cracks in soil: An improved physical model. Geoderma.SCI一区)

  Zha, Y., Zhu, P., Zhang, Q., Mao, W., 2019. Investigation of Data Assimilation Methods for Soil Parameter Estimation with Different Types of Data. Vadose Zone Journal.

  Zha, Y., Yang, J., Zeng, J., Tso, C.-H.M., Zeng, W., Shi, L., 2019. Review of numerical solution of Richardson-Richards equation for variably saturated flow in soils. Wiley Interdiscip. Rev. Water e1364.SCI二区TOP

  Yu, D., Yang, J., Shi, L., Zhang, Q., Huang, K., Fang, Y., Zha*, Y., (2019). On the uncertainty of initial condition and initialization approaches in variably saturated flow modeling. Hydrol. Earth Syst. Sci. 23, 2897–2914.SCI一区)

  Zha, Y., Yeh, T. J., Illman, W. A., Man, C., Mok, W., Tso, C. M., et al. (2019). Exploitation of pump-and-treat remediation systems for characterization of hydraulic heterogeneity. Journal of Hydrology, 573, 324–340.SCI一区)

  Zeng, J., J. Yang, Y. Zha*, and L. Shi (2019), Capturing soil-water and groundwater interactions with an iterative feedback coupling scheme: New HYDRYS package for MODFLOW, Hydrol. Earth Syst. Sci.SCI一区)

  Zeng, J., Y. Zha*, and J. Yang* (2018), Switching the Richards’ equation for modeling soil water movement under unfavorable conditions, Journal of Hydrology, 563(June), 942–949, doi:10.1016/j.jhydrol.2018.06.069.SCI一区)

  Zha, Y., Yeh, T.-C. J., Illman, W. A., Zeng, W., Zhang, Y., Sun, F., & Shi, L. (2018). A Reduced-Order Successive Linear Estimator for Geostatistical Inversion and Its Application in Hydraulic Tomography. Water Resources Research, 54, 1–17.SCI一区)

  Zhu, L., D. Fan, R. Ma, Y. Zhang, and Y. Zha* (2018), Experimental and Numerical Investigations of Influence on Overland Flow and Water Infiltration by Fracture Networks in Soil, Geofluids.

  Zha, Y., J. Yang, L. Yin, Y. Zhang, W. Zeng, and L. Shi (2017), A modified Picard iteration scheme for overcoming numerical difficulties of simulating infiltration into dry soil, Journal of Hydrology, 551, 56–69, doi:10.1016/j.jhydrol.2017.05.053.SCI一区)

  Zha, Y., T. J. Yeh, L. Shi, S. Huang, W. Wang, and J. Wen (2017), Quasi-steady state conditions in heterogeneous aquifers during pumping tests, Advances in Water Resources, 1–16, doi:10.1016/j.advwatres.2017.03.017.

  Zha, Y., T.-C. J. Yeh, W. Illman, P. Bruines, H. Onoe, C.-M. Mok, J.-C. Wen, S. Huang, W. Wang (2017), Incorporating geologic information into hydraulic tomography: a general framework based on geostatistical approach. Water Resources Research, 53, 2850–2876, doi:10.1002/2016WR019185.SCI一区)

  Zha, Y., T.-C. J. Yeh, W. Illman, T. Tanaka, P. Bruines, H. Onoe, H. Saegusa, S. Takeuchi and J.-C. Wen (2016), An Application of Hydraulic Tomography to a Large-scale Fractured Granite Site, Mizunami, Japan, Groundwater. doi: 10.1111/gwat.12421.

  Zha, Y., M. Tso, L. Shi and J. Yang (2016), Comparison of Noniterative Algorithms Based on Different Forms of Richards’ Equation, Environmental Modeling & Assessment 21(3), 1-14. doi: 10.1007/s10666-015-9467-1.

  Zha, Y., T.-C. J. Yeh, W. Illman, T. Tanaka, P. Bruines, H. Onoe and H. Saegusa (2015), What Does Hydraulic Tomography Tell Us About Fractured Geological Media? A Field Study and Synthetic Experiments, Journal of Hydrology 531,17-30.SCI一区)

  Zha, Y., T.-C. J. Yeh, D. Mao, J. Yang, and W. Lu (2014), Usefulness of Flux Measurements during Hydraulic Tomographic Survey for Mapping Hydraulic Conductivity Distribution in a Fractured Medium, Advances in Water Resources 71, 162–176. doi:10.1016/j.advwatres.2014.06.008.

  Zha, Y., L. Shi, M. Ye, and J. Yang (2013), A Generalized Ross Method for Two- and three-dimensional Variably Saturated Flow, Advances in Water Resources 54(4), 67–77. doi:10.1016/j.advwatres.2013.01.002.

  Zha, Y., J. Yang, L. Shi, and X. Song (2013), Simulating One-Dimensional Unsaturated Flow in Heterogeneous Soils with Water Content-Based Richards Equation, Vadose Zone Journal 12(2), 1–12. doi:10.2136/vzj2012.0109.