Heat transfer with laminar flow in concentric annuli with constant and variable wall temperature with [i.e. and] heat flux /

"The general problem of heat transfer in a concentric annulus with hydrodynamically fully established laminar flow is considered. Under the assumptions that the fluid in the annulus is incompressible, has constant properties, and that internal viscous generation is negligible, the differential equation for the temperature field is solved for certain special or fundamental boundary conditions. These fundamental solutions can be superposed to satisfy any general axially symmetric boundary conditions."--P. i.Document ID: 19630010444.Accession Number: 63N20324.Previously published in 1961."August 1963."Cover title.Includes bibliographical references (p. 192-194)."The general problem of heat transfer in a concentric annulus with hydrodynamically fully established laminar flow is considered. Under the assumptions that the fluid in the annulus is incompressible, has constant properties, and that internal viscous generation is negligible, the differential equation for the temperature field is solved for certain special or fundamental boundary conditions. These fundamental solutions can be superposed to satisfy any general axially symmetric boundary conditions."--P. i.Prepared by Stanford University underMode of access: Internet