个人简历

1、基本信息
姓名：方乐
职称：副教授
办公地点：2号楼411

2、教育背景：
2006/9–2009/7，法国里昂中央理工大学，流体力学，博士，导师：J.P.
Bertoglio
2004/9–2006/7，清华大学，流体力学，硕士，导师：崔桂香
2000/9–2004/7，清华大学，力学，学士，导师：崔桂香
3、工作经历：
2012/2-至今，北京航空航天大学，中法工程师学院，副教授
2011/5-2011/12，法国里昂中央理工大学，流体与声学实验室，工程师
2009/9-2011/4，法国里昂中央理工大学，博士后，合作导师：F. Lebeouf
4、主讲课程：
流体力学（2013-至今）
微分方程（2012-2015）
高等流体力学（2017）
流体力学习题课（2012-2013）
微分方程习题课（2015-2016）
代数习题课（2014-2016）
计算力学中的时间积分习题课（2012）
5、研究领域方向：
湍流、计算流体力学
6、代表性研究成果（论著、专利等）

· 方乐,非均衡湍流：现象、理论与建模,2016年湍流与流动稳定性专题研讨会,厦门, 2016
· 鲍赋劼，方乐,槽道湍流中应变率张量的拉格朗日时间自相关研究,全国流体力学学术会议,南京, 2016
· 方乐，W.J.T. Bos，晋国栋,各向同性湍流拉格朗日速度梯度交叉相关函数的短期增长现象,中国力学大会,上海, 2015
· 金雪夫，方乐，王颖,一种基于势能网格的新型人群流动数值模拟方法,中国力学大会,上海, 2015
· 方乐，各向同性非均衡湍流与大涡模拟,2014年湍流与流动稳定性专题研讨会,上海, 2014
· 曲波，方乐，陆利蓬,被动标量湍流对流与标量脉动梯度相关性研究,中国力学大会,西安, 2013
· 吴建钊，姚思远，吕金明，方乐,任意方向三点速度增量的二阶结构函数的研究,中国力学大会,西安, 2013
· 孙雪砚，方乐，柳阳威,亚格子建模中正交条件的研究,北航研究生学术论坛,北京, 2016
· 李豪扬，方乐，牛薇，王璐,基于斜截式变换的红外触摸屏触点识别算法,北航研究生学术论坛,北京, 2014
· 李博，方乐，陆利蓬, Scaling law of resolved-scale isotropic turbulence and itsapplication in large-eddy simulation,北航研究生学术论坛,北京, 2013
· 曲波，方乐，陆利蓬, Statistical correlation between scalar gradient and advection inturbulent passive scalar mixing,北航研究生学术论坛,北京, 2013
· Marc Pauly著,方乐译,微分方程,科学出版社,北京, 2013
· 方乐,牛薇,李豪扬,基于点斜式变换的红外触摸屏的单触点识别方法,申请号：201410222324.X
· 方乐,牛薇,张浩,管健,基于红外触摸屏触摸点识别算法的虚拟测试系统和方法,申请号：201310149129.4
· sph-turb: 3D SPH simulation for homogeneousisotropic turbulence (Fortran 77)
· pushbox-pyqt: A PyQT based Sokoban solver
7、获奖情况：
2016北航第一届“研究生课程卓越教学奖”

近期论文

· L. Fang, X.Y. Sun, and Y.W. Liu.A criterion of orthogonality onthe assumption and restrictions in subgrid-scale modelling of turbulence.Physics Letters A,380(47): 3988-3992 (2016) (SCI)
· L. Fang, Y.J. Zhang, J. Fang, and Y.Zhu.Relation of the fourth-order statistical invariants ofvelocity gradient tensor in isotropic turbulence.Physical Review E,94(2): 023114 (2016) (SCI)
· L. Fang, J.C. Marongiu, J. Leduc, A.Amicarelli, and J. Caro. A high-order SPH method by introducing inversekernels.Chinese Journal of Aeronautics, accepted (2016) (SCI)
· Z.C. Qin,L.Fang, and J. Fang.How isotropic are turbulent flows generated by using periodic conditions ina cube?PhysicsLetters A,380(13): 1310-1317 (2016) (SCI)
· Y.W. Liu,H. Yan,L. Fang, L.P. Lu, Q.S. Li, and L. Shao.Modified k-omega model using kinematic vorticity forcorner separation in compressor cascade.Science China Technological Sciences. 59(5):795-806 (2016) (SCI)
· L. Fang, F.Y. Liu, S. Chen, and J.Z.Wu.The SPH-EL method for the simulation of the interactionbetween water drops and solid wall.Journal of Modern MechanicalEngineering and Technology,2(2): 55-60 (2015)
· L. Fang, W.J.T. Bos, and G.D. Jin,Short-time evolution of Lagrangian velocity gradientcorrelations in isotropic turbulence,Physics of Fluids, 27:125102 (2015) (SCI)
· M.W. Ge,L.Fang, and D. Tian,Influence of Reynolds number on multi-objective designof a wind turbine blade in the aspect of aerodynamics.PloS one, 10(11):E0141848 (2015) (SCI)
· L. Fang, Y. Zhu, Y.W. Liu, and L.P.Lu,Spectral non-equilibrium property in homogeneousisotropic turbulence and its implication in subgrid-scale modeling,Physics Letters A, 379(38),2331-2336 (2015) (SCI)
· W.J.T. Bos,andL. Fang,Dependency of turbulent advection on the Lagrangiancorrelation time,Physical Review E, 91, 043020 (2015) (SCI)
· Y.S. Ma,L.Fang, and Y. Wang,Advances of some recent mechanical models on emergencyevacuation,Journal of Modern Mechanical Engineering and Technology, 1(1): 25-30(2014)
· L. Fang,Correlation between large- and small-scale velocity components underFourier filters,Theoretical & Applied Mechanics Letters, 4(6):10-062008 (2014)
· L. Fang, L. Shao, and J.P. Bertoglio,Recent understanding on the subgrid-scale modeling oflarge-eddy simulation in physical space,Science China Physics, Mechanics& Astronomy, 57(12): 2188-2193 (2014) (SCI)
· L. Fang, J.Z. Wu, and Y.W. Liu,Inverse SPH method: a new method for restoringhigh-order consistency,Energy Education Science and Technology Part A,32(6): 4839-4848 (2014) (EI)
· S. Chen,L.Fang, and B. Qu,A numerical method for tracking the deformation of fluid particles,Applied Mechanics andMaterials, 556-562: 3752-3755 (2014) (EI)
· F.Y. Liu,L.Fang,A Local regrouping method in the 2D SPH simulation.Applied Mechanics andMaterials, 556-562: 3756-3759 (2014) (EI)
· L. Fang, B. Li, and L.P. Lu,Scaling law of resolved-scale isotropic turbulence andits application in large-eddy simulation,Acta Mechanica Sinica, 30(3),339-350 (2014) (SCI)
· H. Yan,Y.W. Liu,L. Fang, and L.P. Lu,Modificationof Spalart-Allmaras turbulence model for predicting S825 airfoil aerodynamicperformance,Applied Mechanics and Materials, 543-547:189-194 (2014) (EI)
· S.Y. Yao,L. Fang, J.M. Lv, J.Z. Wu, and L.P. Lu,Multiscale three-point velocity increment correlation in turbulent flows,Physics Letters A,378(11-12), 886-891 (2014) (SCI)
· Y.S. Jiang,L. Fang, X.D. Jing, X.F. Sun, and F. Leboeuf,A second-order numerical method for elliptic equationswith singular sources using local filter,Chinese Journal of Aeronautics,26(6), 1398-1408 (2013) (SCI)
· L. Fang, M.W. Ge, and J.Z. Wu,Comment on \