Five classes of problems are addressed: (1) the extension of the SALLY stability analysis code to the full eighth order compressible stability equations for three dimensional boundary layer; (2) a comparison of methods for prediction of transition using SALLY for incompressible flows; (3) a study of instability and transition in rotating disk flows in which the effects of Coriolis forces and streamline curvature are included; (4) a new linear three dimensional instability mechanism that predicts Reynolds numbers for transition to turbulence in planar shear flows in good agreement with experiment; and (5) a study of the stability of finite amplitude disturbances in axisymmetric pipe flow showing the stability of this flow to all nonlinear ax...
The flow over wave shaped surfaces is studied using a Navier Stokes solver. Detailed comparisons wit...
The-state-of-the-art for the application of linear stability theory and the e to the nth power metho...
An investigation is made of the linear stability of the developing laminar flow of an incompressible...
Topics covered include: (1) optimization of the numerics of the SALLY stability analysis code; (2) r...
The basic equations for the stability analysis of flow over three dimensional swept wings are develo...
Recent developments of the SALLY computer code for stability analysis of laminar flow control wings ...
Several methods of transition prediction by linear stability analysis are compared. The spectral sta...
The viewgraphs and discussion of linear stability theory and three dimensional boundary layer transi...
The linear stability theory was applied to the problem of boundary layer transition in incompressibl...
A computer program is developed to solve the compressible, laminar boundary-layer equations for two-...
The fundamentals of stability theory, its chief results, and the physical mechanisms at work are pre...
Report is a continuation of a theoretical investigation of the stability of the laminar boundary lay...
The minimum critical Reynolds numbers for the similar solutions of the compressible laminar boundary...
The linear and nonlinear evolution of steady and traveling disturbances in three-dimensional incompr...
An incompressible boundary-layer stability analysis of Laminar Flow Control (LFC) experimental data ...
The flow over wave shaped surfaces is studied using a Navier Stokes solver. Detailed comparisons wit...
The-state-of-the-art for the application of linear stability theory and the e to the nth power metho...
An investigation is made of the linear stability of the developing laminar flow of an incompressible...
Topics covered include: (1) optimization of the numerics of the SALLY stability analysis code; (2) r...
The basic equations for the stability analysis of flow over three dimensional swept wings are develo...
Recent developments of the SALLY computer code for stability analysis of laminar flow control wings ...
Several methods of transition prediction by linear stability analysis are compared. The spectral sta...
The viewgraphs and discussion of linear stability theory and three dimensional boundary layer transi...
The linear stability theory was applied to the problem of boundary layer transition in incompressibl...
A computer program is developed to solve the compressible, laminar boundary-layer equations for two-...
The fundamentals of stability theory, its chief results, and the physical mechanisms at work are pre...
Report is a continuation of a theoretical investigation of the stability of the laminar boundary lay...
The minimum critical Reynolds numbers for the similar solutions of the compressible laminar boundary...
The linear and nonlinear evolution of steady and traveling disturbances in three-dimensional incompr...
An incompressible boundary-layer stability analysis of Laminar Flow Control (LFC) experimental data ...
The flow over wave shaped surfaces is studied using a Navier Stokes solver. Detailed comparisons wit...
The-state-of-the-art for the application of linear stability theory and the e to the nth power metho...
An investigation is made of the linear stability of the developing laminar flow of an incompressible...