朱婧
近期热点
资料介绍
个人简历
教育经历2005/9 - 2011/1,北京科技大学,热能工程专业获博士学位1998/9 - 2001/4,北京科技大学,应用数学专业获硕士学位1994/9 - 1998/7,山西大学师范学院,基础数学专业获学士学位 工作经历2001/4 -至今,北京科技大学应用数学教师研究领域
微分方程理论及应用 纳米流体流变特性的理论研究与优化控制"科研业绩1)中央基本科研业务费:微尺度幂律流体流动和传热的数学建模和数值模拟,10万,主持.2)冶金研究院基金:幂律流体的理论研究,2万,主持.3)国家自然科学基金:分数阶粘弹性/基纳米流体剪切流动与传热问题研究(项目批准号:51476191),执行年限为:2015.1-2017.12,主要参加人。4.)校基金,应用型人才培养机制下数学建模课程的教学改革研究,2万,主持。5)校基金,研究型教学示范课,数学建模与最优化方法,2万,主持"近期论文
科研论文1. Zhu jing, Zheng lian-cun,Zhang xin-xin. Analytic solution of stagnation-point flow and heat transfer over a stretching sheet based on homotopy analysis, Applied Mathematics and Mechanics. 2009,30(4) 463-474. Sci/Ei双检索,他引18次。2. Zhu jing, Zheng lian-cun,Zhang zhi-gang. Effect of slip condition on MHD stagnation-point flow over a power-law stretching sheet, Applied Mathematics and Mechanics. 2010,31(4),439-448. Sci/Ei 双检索,他引26次。3. Zhu jing, Zheng lian-cun,Zhang xin-xin. The influence of thermal radiation on MHD station-point flow past a stretching sheet with the heat generation,Acta Mechanica Sinica , 2011,27(4) , Sci/Ei双检索。4. Zhu jing, Zheng lian-cun,Zhang xin-xin. Hydrodynamic plane and axisymmetric slip stagnation-point flow with thermal radiation and temperature jump, Journal of Mechanical Science and Technology 25 (7) (2011) 1837-1844,Sci/Ei 双检索.5. Zhu jing, Liu Zheng, Liancun Zheng, XinXin Zhang, Second order slip MHD flow and heat transfer of nanofluids with thermal radiation and chemical reaction, Appl.Math.Mech.-Engl.Ed. 2015, Sci/Ei双检索.6. Zhu jing, Zheng Liu. The HAM Solutions for Unsteady Boundary Layer Flow and Heat Transfer with Heat Source / Sink. Advanced Materials Research, Vols. 887-888 (2014) pp 919-923. Ei检索7. Zhu jing, Zheng, Liancun,Zhang, Xinxin,Homotopy analysis method for hydromagnetic plane and axisymmetric stagnation-point flow with velocity slip,World Academy of Science, Engineering and Technology,2010,63:151-155。EI检索.8. Zhu jing, Liancun Zheng The approximate analytical solution of the MHD flow of a power-law fluid. Applied Mechanics and Materials Vol.431 (2013) pp 198-201. EI检索.9. 朱婧, 郑连存,张欣欣. 具有滑移边界的上随体Maxwell流体驻点边界层方程的同伦解析解, 力学学报. 2011,43(1) 39-44, Ei. 检索10 朱婧 郑连存. 同轴圆柱间滑移旋转流动问题的同伦解析解,力学学报,2012,44(2) 451-455, Ei. 检索11. 朱婧,陈学慧,曹丽梅. 数学建模思想融入常微分方程课程教学的探讨,高师理科学刊,2015,35(1): 50-54.12. 朱婧, 明春英, 郑连存. 基于研究型教学理念的数学建模和最优化课程建设, 大学数学,2014,30(增1):143-147. 相关热点