孙博华，2010年10月入选南非科学院院士。于1989年获得兰州大学理学博士学位，清华大学博士后（1989.07-1991.07），荷兰代尔福特理工大学航天工程学院研究员（1991.08-1992.07），德国鲁尔大学土木工程学院洪堡学者(1992.08-1993.12), 南非开普敦大学工学院博士后(1993.07-1994.07), 南非半岛工学院机械工程系访问教授、讲师、教授（1994.08-2005.12）， 南非开普半岛技术大学机械工程系教授、Senate(2006.01-2018.06) ,暨南大学理工学院教授、国际学院首任院长（2002-2008）），西安建筑科技大学土木工程学院教授、力学技术研究院院长、首席科学家（2018.12-2023.12），现兼任南非斯泰伦博斯Stellenbosch大学Extraordinary Professor，曾兼任宁波大学包玉刚讲座教授（2018-2021）。主持过多项南非科技部和南非国家基金会的研究课题，发表学术论文 147 余篇，编著出版《量纲分析与 Lie 群》、《Toroidal Shells》，译著《普朗特传》等。

主要从事连续统物理、广义变分原理、长细薄壳结构、智能复合结构、高熵（超材料）结构力学、流体力学基本问题和科学问题标度律的研究。非协调位移场的微分几何结构、广义变分原理的热力学基础、仿生吸能结构力学、卡扣力学、编织结构与膜结构力学、充气折纸结构力学、书类多层结构力学、三体问题开普勒周期律猜想、多米诺传播速度标度律、蒲公英气动摩阻问题的标度律、湍流现象、非定常边界层相似解以及力学能量捕获技术等方面。

1. National Research Foundation, South Africa，Thin Shells: Global Theory and Fabrication，2015-2017，Grant-holder；

2. Dept. of Science and Tech，GreenPac，2008-2010，Grant-holder；

3. Dept. of Science and Tech，uncooled infrared sensor，2007-2009，Grant-holder；

4. Dept. of Science and Tech，Smart health monitoring composites，2007-2009，Grant-holder；

5. National Research Foundation, South Africa，MEMS initial sensing technology，2005-2007，Grant-holder；

6. 南非军备集团，军工保密项目，2000-2004，Grant-holder；

7. National Research Foundation South Africa，Smart Devices and Structures，2002-2005，Grant-holder；

8. Foundation for Research Development, South Africa，Smart Composite Structures，1997-2000，Grant-holder；

9. USAID-TELP美国国际援助署，Smart composite materials and Lab，1997-1999，Grant-holder；

10.北京大学合作项目，《超高声速风洞洞体直管道部分的防震和隔振研究》，2020-2021；

11.清华大学合作项目，《微型潜航器螺旋桨推进器的推进与噪声的数值模拟分析》，2022-2023。

[1] Bohua Sun, Kepler’s third law of n-body periodic orbits in a Newtonian gravitation field, Sci. China-Phys. Mech. Astron. 61:054721 (2018).  

[2] Bohua Sun, Classical and quantum Kepler.s third law of N-Body System, Results in Physics 13 (2019) 102144.  

[3] Bohua Sun, Scaling laws of compressible turbulence, Appl. Math. Mech.-Engl. Ed., 2017,38(6): 765-778  

[4] Bohua Sun, Scaling laws of aquatic locomotion, Sci. China-Phys. Mech. Astron., 60(10), 104711(2017).  

[5] Bohua Sun, Incompatible deformation field and Riemann curvature tensor, Appl. Math. Mech.-Engl. Ed., 2017,38(3):311-332  

[6] Bohua Sun, A new additive decomposition of velocity gradient, Physics of Fluids, 31, 061702 (2019).  

[7] Bohua Sun, Scaling law for the propagation speed of domino toppling. AIP Advances. 10(9):095124 (2020).  

[8] Bohua Sun. Explicit representation for the SO(3) rotation tensor of deformable bodies. Applied Mathematics Letters, 2021, 111: 106606.  

[9] Bohua Sun, Geometry-induced rigidity in elastic torus from circular to oblique elliptic cross-section. International Journal of Non-Linear Mechanics, 2021, 135: 103754.  

[10] Bohua Sun, Gol’denveizer’s problem of elastic torus, Thin-Walled Structures, 2022, 171: 108718.  

[11] Bohua Sun, Small symmetrical deformation and stress analysis of catenary shells of revolution, Acta Mechanica Sinica, 2022, 38:421425.  

[12] Bohua Sun, Turbulent Poiseuille flow modeling by enhanced Prandtl-van Driest mixing length, Acta Mechanica Sinica, 2023, 39:322066.  

[13] Bohua Sun, An Equivalent Form of The Navier-Stokes Equations, Acta Mechanica Sinica, 2023: 322241.  

[14] Bohua Sun, On Chen’s question to the Hu-Washizu three-field functional and variational principle, Applied Mathematics and Mechanics, 2022, 43(4): 537-546.  

[15] Bohua Sun, Nonlinear elastic deformation of Mindlin torus, Communications in Nonlinear Science and Numerical Simulation, 2022, 114: 106698.  

[16] Bohua Sun, Small symmetrical deformation of thin torus with circular cross-section, Thin-Walled Structures, 2021, 163: 107680.  

[17] Bohua Sun, Hertz elastic dynamics of two colliding elastic spheres, Results in Physics, 2021, 30: 104870.  

[18] Bohua Sun, The temporal scaling laws of compressible turbulence. Modern Physics Letters B, Vol. 30, No. 23 (2016) 1650297.   

[19] Bohua Sun and Xiao-Lin Guo, Drag scaling law and parachute terminal velocity of the dandelion, AIP Advances 2023,13:085305.   

[20] Nanxian Chen and Bohua Sun, Note on Divergence of the Chapman-Enskog Expansion for Solving Boltzmann Equation, 2017 Chin. Phys. Lett. 34 020502.