檢視赵伟峰的原始碼

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|<center>''' 赵伟峰  '''<br><img src=" http://shuli.ustb.edu.cn/attach/file/shiziduiwu/jiaoshixinxi/2018-04-23/bc030391c6ffee1e2924411e8344f6bb.jpg " width="180"></center><small>[http://shuli.ustb.edu.cn/shiziduiwu/jiaoshixinxi/2018-03-28/227.html  北京科技大学数理学院]

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'''赵伟峰'''，男，北京科技大学数理学院副教授。

==人物简历==

=== 教育经历 ===
2013.09-2017.07 中国工程物理研究院 博士

2009.09-2013.06 华中科技大学 本科
=== 工作经历 ===

2021.07-至今 北京科技大学 副教授

2020.01-2021.07 北京科技大学 讲师

2017.07-2019.12 北京科技大学 教师博士后
==研究领域==
[[计算流体力学]]，[[计算数学]]
==科研业绩==
=== 论文===
1. S. Yong, W. Zhao, A low-storage adjoint lattice Boltzmann method for the control of incompressible flows, Physics of Fluids, DOI: 10.1063/5.0111454, 2022.

2. W. Zhao, Strictly convex entropy and entropy stable schemes for reactive Euler equations, Mathematics of Computation, 91(334), 2022.

3. J. Zhao, W. Zhao, Z. Ma, W.-A. Yong, B. Dong, Finding models of heat conduction via machine learning, International Journal of Heat and Mass Transfer, 185(4):122396, 2022.

4. H. Zuo, W. Zhao, P. Lin, Boundary treatment of linear multistep methods for hyperbolic conservation laws, Applied Mathematics and Computation, 425(21):127079, 2022.

5. W. Zhao, W.-A. Yong, Boundary conditions for kinetic theory‐based models II: A linearized moment system, Mathematical Methods in the Applied Sciences 44(2173), 2021.

6. X. Xie, W. Zhao, P. Lin, A simple and efficient curved boundary scheme of the lattice Boltzmann method for Robin boundary conditions of convection–diffusion equations, Applied Mathematics Letters 122(2):107536, 2021.

7. W. Zhao, J. Huang, W.-A. Yong, Lattice Boltzmann Method for Stochastic Convection-Diffusion Equations, SIAM/ASA Journal on Uncertainty Quantification 9(2):536-563, 2021.<ref>[http://shuli.ustb.edu.cn/shiziduiwul 北京科技大学数理学院]</ref>
==参考资料== 
{{reflist}}

[[Category:教授]]