NASA Technical Reports Server (NTRS) : Finite pdf

NASA Technical Reports Server (NTRS) : Finite_bookcover

NASA Technical Reports Server (NTRS) : Finite

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A box-type finite volume discretization is applied to the integral form of the compressible boundary layer equations. Boundary layer scaling is introduced through the grid construction: streamwise grid lines follow eta = y/h = const., where y is the normal coordinate and h(x) is a scale factor proportional to the boundary layer thickness. With this grid, similarity can be applied explicity to calculate initial conditions. The finite volume method preserves the physical transparency of the integral equations in the discrete approximation. The resulting scheme is accurate, efficient, and conceptually simple. Computations for similar and non-similar flows show excellent agreement with tabulated results, solutions computed with Keller’s Box scheme, and experimental data

  • Creator/s: NASA Technical Reports Server (NTRS
  • Date: 10/1/1986
  • Year: 1986
  • Book Topics/Themes: NASA Technical Reports Server (NTRS), BOUNDARY LAYER EQUATIONS, COMPRESSIBLE FLOW, FINITE VOLUME METHOD, BOUNDARY VALUE PROBLEMS, SCALING LAWS, THICKNESS, Loyd, B., Murman, E. M

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