Orthogonal grids and curved boundary
 

Hello,

assume that I use orthogonal cartesian grids for the 3-D incompressible Navier-Stokes with heat transfer, turb-ce, chemistry, etc. But the boundary of a region is a curvilinear surface. Are there anywhere published formulas to get the second order approximation for all variables near boundary? May be any references? Thanks.

Levi

Re: Orthogonal grids and curved boundary
 

May be http://www.math.gatech.edu/~yingjie/publications/ James Glimm, Xiaolin Li, Yingjie Liu, Zhiliang Xu and Ning Zhao, "Conservative Front Tracking with Improved Accuracy".