METHOD OF INTEGRAL RELATIONS IN THE THEORY OF TURBULENT JET STREAMS.
Abstract
On the basis of Karman's and Leibensohn's integral relations, a solution is given for problems of the initial and main sections of plane and axisymmetric isothermal turbulent jets in a wake flow for the general case when the nozzle exhaust velocity of a fluid is either greater or smaller than the wake flow velocity. In addition, a solution is given for the problem of the initial and main sections of divergent and convergent radial-slot jets; a connection is established between the calculated formulas for such jets and a plane submerged jet, which follows from the well-known Stepanov-Mangler transformation. A brief discussion is given showing how to extend the above integral methods to a turbulent jet which is nonisothermal, compressible, and has variable properties. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Dec 12, 1967
- Accession Number
- AD0665592
Entities
People
- A. S. Ginevskii
Organizations
- Johns Hopkins University Applied Physics Laboratory