FINITE DIFFERENCE SOLUTIONS TO FREE JET AND CONFINED CAVITY FLOWS PAST DISKS WITH PRELIMINARY ANALYSES OF THE RESULTS.
Abstract
Finite difference methods are utilized in solving the nonlinear inverse boundary value problem for modeling the axisymmetric, inviscid cavity flows past disks. The Riabouchinsky model is utilized in the formulation of the problems. The results from a number of solutions for both the problem in which the disk is placed in a free surface jet and for the problem in which the disk is placed within a flow confined in a constant radius conduit are analyzed, and parameter commonly used to characterize such flows are correlated to indicate the influence of the confining boundary on this type of cavity flow. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Nov 01, 1969
- Accession Number
- AD0704490
Entities
People
- Roland W. Jeppson