Article

Heat and Mass Transfer and Physical Gasdynamics
2011. V. 49. № 4. P. 580–587
Babkin V.A.
Turbulent Flow through a Circular Pipe: Resistance and Heat Exchange at the Constant Boundary Temperature
Annotation
In this work, problems of the velocity profile, hydraulic resistance and heat exchange at constant equal temperature on the walls, steady-state turbulent flow, and established heat exchange in a straight channel limited by coaxial circular cylinders (a circular pipe) are solved. A moving incompressible fluid is considered as the medium, its viscous and heat-conducting properties being defined not only by its physical properties, but also by stable vortex structures that are formed upon the turbulent flow and generate local anisotropy of the medium. A vector called the director is a characteristic parameter of anisotropy. Director dynamics within the flow is assigned by a separate equation. The flow region consists of two near-wall subregions, which are adjacent to solid flow boundaries. The boundary between the subregions is determined during solving the problem. A closed set of equations is formulated for the desired values (velocity, temperature), and boundary conditions are laid. The velocity profile and temperature field in the flow were obtained in form of solutions to the corre- sponding boundary problems. The results of solution are compared with the experimental data and empirical formulas.
Article reference:
Babkin V.A. Turbulent Flow through a Circular Pipe: Resistance and Heat Exchange at the Constant Boundary Temperature, High Temp., 2011. V. 49. № 4. P. 580