东北师范大学数学与统计学院
个人信息
School of Mathematics and Statistics,NENU
Personal Particulars
张国敬  副教授
【主要科研著作】
 
【主要科研项目】
1. 张凯军,都大鹏,张国敬,王雷,姜亦成,黎海彤,孙慧,陈亮,穆鹏程. 半导体流体动力学模型的数学理论研究. 国家自然科学基金项目(资助金额:50万元). 执行时间:2018-01-01至2021-12-31.
2. 李敬宇,都大鹏,张国敬,王雷,孟丽新,姜亦成,胡海丰. 生物数学趋化现象及相关偏微分方程的若干问题. 国家自然科学基金面上项目(资助金额:60万元). 执行时间:2016-01-01至2019-12-01.
3. 张凯军,都大鹏,张国敬,李敬宇,麦拉苏,梁闯闯,胡海丰,王雷. 半导体流体动力学模型及若干相关双曲问题的数学分析. 国家自然科学基金委员会(资助金额:56万元). 执行时间:2014-01-01至2017-12-01.
4. 雷震,李敬宇,陶强,张国敬,栾姝. 3维不可压缩Navier-Stokes方程经典解的整体正则性研究. 国家自然科学基金委员会(资助金额:16万元). 执行时间:2009-01-01至2011-12-01.
5. 张凯军,邱又春,盛中平,张国敬,梁波,高永丽,刘文莉,刘转转,李敬宇. 半导体超晶格模型的数学分析与数值模拟. 国家自然科学基金委员会(资助金额:22万元). 执行时间:2006-01-01至2008-12-01.
【主要科研成果】
1. 翟莉,闫相斌,张国敬. Bi-directional h-index: A new measure of node centrality in weighted and directed networks. JOURNAL OF INFORMETRICS(12卷1期299-314页). 2018-02-03.
2. 李敬宇,梅茗,张国敬,张凯军. STEADY HYDRODYNAMIC MODEL OF SEMICONDUCTORS WITH SONIC BOUNDARY: (II) SUPERSONIC DOPING PROFILE. SIAM J MATH ANAL(50卷1期718-734页). 2018-02-01.
3. 李敬宇,梅茗,张国敬,张凯军. Steady Hydrodynamic Model of Semiconductors with Sonic Boundary:(I) Subsonic Doping Profile. SIAM J MATH ANAL(49卷6期4767-4811页). 2017-12-01.
4. 孔慧慧,李海梁,梁闯闯,张国敬. Global existence and exponential stability for the compressible Navier-Stokes equations with discontinuous data. J DIFFER EQUATIONS(263卷7期4267-4323页). 2017-10-01.
5. 王雷,张国敬,张凯军. Existence and stability of stationary solution to compressible Navier-Stokes-Poisson equations in half line. NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS. 2016-11-01.
6. 李敬宇,王学锋,张国敬,张凯军. Asymptotic behavior of Robin problem for heat equation on a coated body . ROCKY MT J MATH. 2012-09-01.
7. 张国敬,李海梁,张凯军. Semiclassical and relaxation limits of bipolar quantum hydrodynamic model for semiconductors. J DIFFER EQUATIONS. 2008-09-01.
8. 李海亮,张国敬,张凯军. Algebraic time decay for the bipolar quantum hydrodynamic model. MATH MOD METH APPL S. 2008-06-01.
9. 张国敬,张凯军. On the bipolar multidimensional quantum Euler-Poisson system : the thermal equilibrium solution and semiclassical limit. NONLINEAR ANAL-THEOR. 2007-06-01.
【主要科研奖励】