Neo Shih-Chao Kao
°ª¥K¶W
1983/11/20
A
Read, Music, Inline-Skating
 
Education

Ph.D candidate

  Department of Engineering Science and Ocean Engineering, National Taiwan University , Taipei , Taiwan
 

Master Degree of Science
  Department of Mathematics, National Central University , Jhongli, Taiwan (2006-2008)
 

Bachelor Degree of Science
  Department of Applied Mathematics, I-Shou University , Kaohsiung, Taiwan (2002-2006 )
 
Research interest
Finite Element Method for simulating incompressible Navier-Stokes equations.
 
E-mail
d97525011@ntu.edu.tw
 
Personal Homepage
http://homepage.ntu.edu.tw/~d97525011
 

Publication list
Referred Paper
[1] Tony W. H. Sheu, Neo S. C. Kao, P. H. Chiu, C. S. Lin (2011), Development of an upwinding scheme though the minimization of modified wavenumber error for the incompressible Navier-Stokes equations, Numerical Heat Transfer Part B : Fundamentals, 60:3, 179-202
[2] Neo S. C. Kao, Tony W. H. Sheu,(2011), On a numerical wavenumber optimized streamline upwind finite element model for solving the steady incompressible flow equations at high Reynolds numbers, International Journal for Numerical Methods in Engineering ( in submission )
[3] Tony W. H. Sheu, Neo S. C. Kao, S. F. Tsai (2011), On an element-by-element preconditioned conjugate gradient method for solving the three-dimensional steady-state unsymmetric indefinite Navier-Stokes finite element equations, Computer Methods in Applied Mechanics and Engineering ( In submission )
 
Conference Paper
[1] S. C. Kao, Tony W. H. Sheu, P. H. Chiu, C. S. Lin (2010), Minimization of dispersion-relation error in upwinding scheme for solving the incompressible Navier-Stokes solutions in non-staggered grids, 8th Asian Computational Fluid Dynamics, Hong Kong, China
[2]

Neo S. C. Kao, Tony W. H. Sheu, Numerical wavenumber optimized streamline upwind finite element model for solving very high Reynolds number flow equations, 18th Computational Fluid Dynamics converefnce, Ilan, Taiwan.