Variable-Property Effects on Forced Convection in Laminar Boundary Layers. I. Asymptotic Solutions for Rigid Interfaces.
Abstract
Perturbation solutions are given for multicomponent, variable-property forced convection along rigid interfaces of arbitrary shape. The development holds asymptotically with increasing Prandtl and Schmidt numbers, and is accurate to second order in the driving forces. Consistent with this order of approximation, the fluid properties are taken as linear functions of temperature or enthalpy, and of the mixture composition. The results include new reference-state rules for short-cut calculations. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Jun 01, 1973
- Accession Number
- AD0764563
Entities
People
- Ke-tien Liu
- Roderick Kilgour
- Warren E. Stewart
Organizations
- University of Wisconsin–Madison