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Showing papers by "Stuart W. Churchill published in 1973"

Journal Article•DOI•
Correlations for Laminar Forced Convection with Uniform Heating in Flow over a Plate and in Developing and Fully Developed Flow in a Tube

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Stuart W. Churchill1, H. Ozoe1•
University of Pennsylvania1
01 Feb 1973-Journal of Heat Transfer-transactions of The Asme

173 citations

Journal Article•DOI•
Correlations for Laminar Forced Convection in Flow Over an Isothermal Flat Plate and in Developing and Fully Developed Flow in an Isothermal Tube

[...]

Stuart W. Churchill1, Hiroyuki Ozoe2•
University of Pennsylvania1, Okayama University2
01 Aug 1973-Journal of Heat Transfer-transactions of The Asme

109 citations

Journal Article•DOI•
Empirical expressions for the shear stress in turbulent flow in commercial pipe

[...]

Stuart W. Churchill1•
University of Pennsylvania1
01 Mar 1973-Aiche Journal

89 citations

Journal Article•DOI•
A Correlation for Laminar Free Convection From a Vertical Plate

[...]

Stuart W. Churchill1, Hiroyuki Ozoe2•
University of Pennsylvania1, Okayama University2
01 Nov 1973-Journal of Heat Transfer-transactions of The Asme

58 citations

Journal Article•DOI•
A simple expression for the velocity distribution in turbulent flow in smooth pipes

[...]

Stuart W. Churchill1, Byung Choi1•
University of Pennsylvania1
01 Jan 1973-Aiche Journal

6 citations

Journal Article•DOI•
Thermal boundary layer thickness for laminar forced convection to flat plates with uniform heating and uniform wall temperature

[...]

Stuart W. Churchill1, Hiroyuki Ozoe1•
University of Pennsylvania1
01 Jan 1973-Aiche Journal

3 citations

Journal Article•DOI•
Computation of three‐dimensional viscous flow between convergent traveling surfaces

[...]

Eddy A. Hazbun1, Stuart W. Churchill1•
University of Pennsylvania1
01 May 1973-Aiche Journal
TL;DR: The Marker-and-Cell numerical technique has been adapted to develop a method of solution for three-dimensional, unconfined, isothermal flow of a highly viscous, Newtonian fluid in a region bounded by two, nonparallel traveling surfaces as discussed by the authors.
Abstract: The Marker-and-Cell numerical technique has been adapted to develop a method of solution for three-dimensional, unconfined, isothermal flow of a highly viscous, Newtonian fluid in a region bounded by two, nonparallel traveling surfaces. Results are reported only for plane and elliptical surfaces, but the analysis is general enough to handle any shape of interest. A computer program was developed which can be used to generate and plot the flow and pressure fields. Numerical results were obtained for the special case of symmetrically opposed convergent surfaces for a wide range of conditions.

1 citations