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张艳
2023-05-06 11:00
  • 张艳
  • 张艳 - 教授-北京建筑大学-理学院-个人资料

近期热点

资料介绍

个人简历


1994.7,曲阜师范大学数学系获数学教育学士学位
1997.4,北京科技大学数力系获应用数学硕士学位
2010.7,北京科技大学热能系获热能工程博士学位
1997.4-至今,在北京建筑大学数学系工作
获奖情况
1. 2007年获北京高校第五届青年教师教学基本功比赛一等奖、最佳教案奖、最佳教学演示奖
2. 2008年获北京市教育创新标兵称号
3. 2008年获北京高校优秀共产党员称号
4. 2013年获北京市教育教学成果一等奖

近期论文


1.Zhang Yan*, Zhao Haojie, Bai Yu, MHD flow and heat transfer of a generalized Burgers’ fluid due to an exponential accelerating plate with the effects of the second order slip and viscous dissipation, Communications in Theoretical Physics, 67 (6) (2017) 697-703.(SCI收录)
2.Zhang Yan*, Zhang Min, Bai Yu, Unsteady flow and heat transfer of power-law nanofluid thin film over a stretching sheet with variable magnetic field and power-law velocity slip effect, Journal of the Taiwan Institute of Chemical Engineers, 70 (2017) 104-110. (SCI收录)
3.Zhang Yan*, Zhang Min, Bai Yu, Flow and heat transfer of an Oldroyd-B nanofluid thin film over an unsteady stretching sheet, Journal of Molecular Liquids 220 (2016) 665-670. (SCI收录)
4.Zhang Yan*, Zhang Min, and Qi Shujuan, Heat and Mass Transfer in a Thin Liquid Film over an Unsteady Stretching Surface in the Presence of Thermosolutal Capillarity and Variable Magnetic Field, Mathematical Problems in Engineering,2016,(2016) 1-12 (SCI收录)
5.Zhang Yan*, Zheng Liancun, Similarity solutions of Marangoni convection boundary layer flow with gravity and external pressure,Chinese Journal of Chemical Engineering,22(4) (2014) 365-369. (SCI收录)
6.Zhang Yan*, Zheng Liancun, Analysis of MHD thermosolutal Marangoni convection with the heat generation and a first-order chemical reaction,Chemical Engineering Science,69 (1) (2012) 449-455. (SCI收录)
7.Zhang Yan*, Zheng Liancun, Wang Xiaojing, Song Guhua, Analysis of Marangoni convection of non-Newtonian power law fluids with linear temperature distribution,Thermal Science, 15 (2011) S45-S52. (SCI收录)
8.张艳,郑连存,张欣欣,边界耦合的Marangoni对流边界层问题的近似解析解,物理学报,58(8) 2009, 5501-5506. (SCI收录)
9.张艳,张敏,黄震, 广义二阶流体的脉冲泊肃叶流动分析, 工程科学学报,38(7), 2016,1002-1007. (EI收录)
10.张艳,郑连存,张欣欣,有限厚度的Marangoni对流边界层问题的解析近似解,北京科技大学学报, 31(6), 2009, 799-803. (EI收录)

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