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Generalized Reynolds number and viscosity definitions for non-Newtonian fluid flow in ducts of non-uniform cross-section.

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Identifiers
URI: http://hdl.handle.net/10317/5509
ISSN: 0894-1777
DOI: 10.1016/j.expthermflusci.2015.02.005
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Author
Crespí Llorens, Damián; Vicente, Pedro; Viedma Robles, Antonio
Research Group
Mecánica de Fluidos e Ingeniería Térmica
Knowledge Area
Mecánica de Fluidos
Sponsors
The first author thanks Mr. Martínez and Dr. Solano for their invaluable contribution to the project and their advise. He also thanks the Spanish Government, Ministry of Education for the FPU scholarship referenced as AP2007-03429 which covered the expenses of a 4-year research at Universidad Politécnica de Cartagena.
Publication date
2015
Bibliographic Citation
D. Crespí-Llorens; P. Vicente; A. Viedma, “Generalized Reynolds number and viscosity definitions for non-Newtonian fluid flow in ducts of non-uniform cross-section” Experimental Thermal and Fluid Science 64 (2015) 125–133.
Peer review
SI
Keywords
Generalized Reynolds number
Viscosity
Non Newtonian
Power Law
Non-uniform cross-section
Abstract
This work presents and experimental study of the generalization method of the Reynolds number and the viscosity of pseudoplastic fluid flow in ducts of non-uniform cross-section. This method will permit to reduce 1 degree of freedom of hydrodynamical and thermal problems in those ducts. A review of the state of the art has been undertaken and the generalization equation proposed for ducts of uniform cross section has been used as a starting point. The results obtained with this equation have not been found satisfactory and a new one has been proposed. Specifically, the procedure has been developed for two models of scraped surface heat exchanger with reciprocating scrapers. For both models, the scraper consists of a concentric rod inserted in each tube of the heat ex- changer, mounting an array of plugs that fit the inner tube wall. The two models studied differ in the design of the plug. The procedure to perform the generalization method out of experimental data is accurately ...
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