Abstract
A new two-dimensional Newton's method Navier-Stokes solver is extended to the axisymmetric form of the equations. Roe's flux difference splitting is applied to the axisymmetric equations using Glaister's approach. A geometric conservation law correction term is added to insure satisfaction of the uniform stream reproduction criteria. Higher-order accuracy is attained through the use of Spekreijse's interpolation procedure with Van Albada's contiouous limiter. Harten and Hyman's minimum eigenvalue correction is also included
Talk to us
Join us for a 30 min session where you can share your feedback and ask us any queries you have