On Particular Solutions of the Oseen Flow Equations.
Abstract
Particular solutions of the equations for the vorticity for both two-dimensional and axi-symmetrical Oseen flow are derived. They are then utilized for the solutions of the differential equations for the stream functions for the flow past a parabolic cylinder in two-dimensional flow and for the flow past a paraboloid of revolution in axi-symmetrical flow. By contrast, the present author showed in earlier papers that these two viscous-flow boundary-value problems can be formulated exactly as pairs of integral equations for unknown distributions of potential sinks-sources and their counterparts in Oseen flow, Oseenlets. Thus, the present treatment of these two problems avoids the difficulties inherent in the solution of pairs of integral equations. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Oct 01, 1975
- Accession Number
- ADA020750
Entities
People
- Carl Kaplan
Organizations
- Johns Hopkins University