1955
DOI: 10.1002/aic.690010409
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Flow of non‐newtonian fluids—correlation of the laminar, transition, and turbulent‐flow regions

Abstract: In spite of the great range of the available experimental data, further work is necessary in the transition and turbulent-flow regions. No data at all were available on thixotropic, rheopectic, and dilatant fluids, and extension of the correlation to these materials should prove most illuminative from both theoretical and practical viewpoints.

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Cited by 909 publications
(369 citation statements)
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“…The quantity f exp calculated from experimental data on pressure loss is sometimes called the Fanning friction factor 6 . (11) in which f theo is the friction factor estimated theoretically and Re mr is the Reynolds number defined by METZNER and REED 18 . By using the Power-Law model for simple ducts, such as the circular pipe, it is possible to analytically solve the momentum equation and to obtain the generalized Reynolds number defined by METZNER and REED 18 : (12) in which K is the consistency index (Pa.s n ) and n is the flow behavior index (dimensionless).…”
Section: Evaluation Of Friction Factors In Pipe Flowmentioning
confidence: 99%
“…The quantity f exp calculated from experimental data on pressure loss is sometimes called the Fanning friction factor 6 . (11) in which f theo is the friction factor estimated theoretically and Re mr is the Reynolds number defined by METZNER and REED 18 . By using the Power-Law model for simple ducts, such as the circular pipe, it is possible to analytically solve the momentum equation and to obtain the generalized Reynolds number defined by METZNER and REED 18 : (12) in which K is the consistency index (Pa.s n ) and n is the flow behavior index (dimensionless).…”
Section: Evaluation Of Friction Factors In Pipe Flowmentioning
confidence: 99%
“…where the appropriate Reynolds number for non-Newtonian fluids is defined as follows: [21] Re MR ¼ Du m r m m app ð4Þ…”
Section: Flow Characterization Of Emulsions In Pipesmentioning
confidence: 99%
“…From the works of Metzner and Reed (1955) and Kozicki et al (1966) it follows that the generalised viscosity, g g , for the flow of power-law fluids in ducts of arbitrary cross-section can be defined as (Delplace and Leuliet, 1995;Gut and Pinto, 2003;Carezzato et al, 2007):…”
Section: Introductionmentioning
confidence: 99%
“…where u is the mean velocity, D H the hydraulic diameter, g(n) a hyperbolic function of n and K a geometrical parameter given by the product of the Fanning friction factor, f, and the Reynolds number, Re g , for a Newtonian fluid under laminar flow conditions (Metzner and Reed, 1955;Delplace and Leuliet, 1995):…”
Section: Introductionmentioning
confidence: 99%