In this paper a finite volume method for solving inverse problem of transonic viscousflow is preseflted. The method is based on a timermarching finite volume method and apressure residual correction formula. The resid...In this paper a finite volume method for solving inverse problem of transonic viscousflow is preseflted. The method is based on a timermarching finite volume method and apressure residual correction formula. The residual correction formula is an auxiliary partialdifferelltial equation that is solved for incremental changes in surface coordinates duringeach computational cycle. In the paper a transonic turbine cascade was calculated anddemonstrated. The inverse solution was agreed with the target well.展开更多
For a complex flow about multi-element airfoils a mixed grid method is set up. C-type grids are produced on each element′s body and in their wakes at first, O-type grids are given in the outmost area, and H-type grid...For a complex flow about multi-element airfoils a mixed grid method is set up. C-type grids are produced on each element′s body and in their wakes at first, O-type grids are given in the outmost area, and H-type grids are used in middle additional areas. An algebra method is used to produce the initial grids in each area. And the girds are optimized by elliptical differential equation method. Then C-O-H zonal patched grids around multi-element airfoils are produced automatically and efficiently. A time accurate finite-volume integration method is used to solve the compressible laminar and turbulent Navier-Stokes (N-S) equations on the grids. Computational results prove the method to be effective.展开更多
文摘In this paper a finite volume method for solving inverse problem of transonic viscousflow is preseflted. The method is based on a timermarching finite volume method and apressure residual correction formula. The residual correction formula is an auxiliary partialdifferelltial equation that is solved for incremental changes in surface coordinates duringeach computational cycle. In the paper a transonic turbine cascade was calculated anddemonstrated. The inverse solution was agreed with the target well.
文摘For a complex flow about multi-element airfoils a mixed grid method is set up. C-type grids are produced on each element′s body and in their wakes at first, O-type grids are given in the outmost area, and H-type grids are used in middle additional areas. An algebra method is used to produce the initial grids in each area. And the girds are optimized by elliptical differential equation method. Then C-O-H zonal patched grids around multi-element airfoils are produced automatically and efficiently. A time accurate finite-volume integration method is used to solve the compressible laminar and turbulent Navier-Stokes (N-S) equations on the grids. Computational results prove the method to be effective.