LINEARIZED FLOW IN ROTATING SYSTEMS.
Abstract
The linearized equations governing incompressible, viscous flow which deviates slightly from rapid uniform rotation are treated in a boundary layer approximation. For a number of problems in which the flow is confined to the region between horizontal plates, representations of the solutions, valid everywhere but in vanishingly small 'corners', are given. Cases where a rigid side wall moves at a velocity which differs from one or both of the plate velocities are treated by means of an integral transform which has many features in common with a Fourier sine-transform. A hueristic derivation of the inversion theorem is given. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Sep 01, 1966
- Accession Number
- AD0642578
Entities
People
- Frederic E. Bisshopp
Organizations
- Brown University