毛士鹏,  研究员

• 研究方向：

  计算流体力学和磁流体动力学，多场耦合计算，有限元方法，保物理机器学习

• 代表作：

  1.  S. Mao, R. Xi, A structure-preserving, helicity-conserving high-order ALE finite element method for compressible ideal MHD systems, SIAM Journal on Scientific Computing, 48 (2026), no. 3, A1338–A1366.
  
  2.  S. Mao, R. Xi, A Topology Preserving, Energy Dissipative, High-Order Lagrangian FEEC for Magnetic Relaxation problem in plasma,  SIAM Journal on Scientific Computing, in press, (2026).
  
  3. S. Mao, W. Xue, R. Xi, Convergence of a stable numerical scheme to the weak solution for compressible Navier-Stokes system,  Mathematics of Computation, 2026.
  
  4. J. Zhao, W. Zhu, B.Zhang , S. Mao*, Stabilization-free virtual element methods based on finite element interpolation, Mathematics of Computation,  accepted, 2026.
  
  5. Q. Ding, X. Long,  S. Mao*,  Error estimates of the fully discrete finite element method for thermally driven MHD problems including Joule heating,  IMA Journal of Numerical Analysis, 2026.
  
  6. Q. Ding,  S. Mao*, R. Xi, Optimal convergence  of a second-order consistent splitting scheme for the MHD system, with Q. Ding, R. Xi, IMA Journal of Numerical Analysis, 2026, accepted.
  
  7. S. Mao, R. Xi,  An incompressibility,  divB=0  preserving, current density, helicity, energy-conserving finite element method for incompressible MHD systems,  Journal of Computational Physics,   538 (2025), Paper No. 114130, 31 pp.
  
  8. J. Li, S. Mao*, C. Wang, Z.Zhang,  An efficient finite element method for the quad-curl problem, SIAM Journal on Numerical Analysis, 63 (2025), no. 6, 2272–2295.
  
  
  

• 联系方式：

  办公室：中科院数学院科技综合楼306房间 电　话：0086-10-82541040 邮　箱：maosp@lsec.cc.ac.cn