孙文华

2001-2004：云南大学，理学硕士

2004-2007：上海大学，理学博士

2015.1-2016.1宾州州立大学，访问学者

2007.7——山东理工大学工作

“以竞赛为契机 推动数学课程体系改革 提高学生应用与创新能力”获校教学成果一等奖

2. W.H.Sun, J.H.Liu, X.L.Ni, W.F.Fan, Cause analysis of the various shapes of leaves and estimate the actual weight of the leaves, Mechanics and Materials, 423-426: 2963-2967(2013)

3.Y.J.Liu, W.H.Sun, Riemann problem and wave interactions in magnetogasdynamics, J. Math. Anal. Appl., 397:154-466(2013)

4. W.H.Sun, W.C.Sheng, The Riemann problem for the nonlinear degenerate wave equations, Applied Mathematics and Mechanics, 31(7)(2010).

5. H.C.Yang, W.H.Sun, The Riemann problem with delta initial data for a class of coupled hyperbolic systems of conservation laws, Nonlinear Analysis, TMA 67(11): 3041-3049(2007).

6. W.H.Sun, W.C.Sheng, The non-selfsimilar Riemann problem for 2-D zero-pressure flow in gas dynamics, Chinese Annals of Mathematics, 28B(6),701-708(2007).

7. W.H.Sun, W.C.Sheng, Two dimensional non-selfsimiar initial value problem for adhesion particle dynamics, Applied Mathematics and Mechanics, 28(9): 1191-1198(2007).

8. H.C.Yang, W.H.Sun, On a nonstrictly hyperbolic system of conservation laws arising in nonlinear geometric optics, Pure and applied mathematics, 20(1):1-5(2004).

9. W.H.Sun, H.C.Yang, Cauchy Problem for a class of coupled hyperbolic systems of conservation laws, Journal of Yunnan University, 26(1):6-10(2004).

主持及承担国家自然科学基金：

1. 激波与双曲守恒律系统的整体解(No.11026048)(2011.1-2011.12)

2. 二类二维双曲守恒律方程组Riemann解的研究(No.11001116)(2011.1-2013.12) 2.

3. Euler 方程组ZND 燃烧模型的广义Riemann 问题（No.11326156）(2014.1-2014.12)