Asymptotically consistent analytical solutions for the non-Newtonian Sakiadis boundary layer

Asymptotically consistent analytical solutions for the non-Newtonian Sakiadis boundary layer

The Sakiadis boundary layer induced by a moving wall in a semi-infinite fluid domain is a fundamental laminar flow field relevant to high speed coating processes. This work provides an analytical solution to the boundary-layer problem for Ostwald-de Waele power law fluids via a power series expansio...

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Bibliographic Details
Main Authors: Barlow, N.S (Author), Naghshineh, N. (Author), Samaha, M.A (Author), Weinstein, S.J (Author)
Format: Article
Language:English
Published: American Institute of Physics Inc. 2023
Subjects:
Asymptotic approximants
Domain length
Finite domains
Fluid domain
Gauge functions
High Speed
Infinite fluids
Laminar boundary layer
Laminar flow
Laminar flow fields
Newtonian liquids
Non Newtonian flow
Non Newtonian liquids
Non-newtonian
Numerical methods
Power series
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