A numerical analysis of the instability in the Taylor Vortex flow by using the visualization of attractors

Article highlights The critical value in which Taylor flow with a small aspect ratio bifurcated into the wavy Taylor flow was clarified by a numerical analysis. The analytical results were in agreements with the experimental results, while there were quantitative differences in some areas. This nume...

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Main Authors: Yorinobu Toya, Takashi Watanabe
Format: Article
Language:English
Published: Springer 2022-05-01
Series:SN Applied Sciences
Subjects:
Online Access:https://doi.org/10.1007/s42452-022-05052-6
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author Yorinobu Toya
Takashi Watanabe
author_facet Yorinobu Toya
Takashi Watanabe
author_sort Yorinobu Toya
collection DOAJ
description Article highlights The critical value in which Taylor flow with a small aspect ratio bifurcated into the wavy Taylor flow was clarified by a numerical analysis. The analytical results were in agreements with the experimental results, while there were quantitative differences in some areas. This numerical analysis was confirmed that the bifurcation phenomenon from the Taylor flow into the wavy Taylor flow can be clarified.
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spelling doaj.art-0295a05892aa4449b142d3cb188cdc1e2022-12-22T00:39:56ZengSpringerSN Applied Sciences2523-39632523-39712022-05-014611110.1007/s42452-022-05052-6A numerical analysis of the instability in the Taylor Vortex flow by using the visualization of attractorsYorinobu Toya0Takashi Watanabe1National Institute of Technology, Nagano CollegeNagoya UniversityArticle highlights The critical value in which Taylor flow with a small aspect ratio bifurcated into the wavy Taylor flow was clarified by a numerical analysis. The analytical results were in agreements with the experimental results, while there were quantitative differences in some areas. This numerical analysis was confirmed that the bifurcation phenomenon from the Taylor flow into the wavy Taylor flow can be clarified.https://doi.org/10.1007/s42452-022-05052-6BifurcationChaos theoryEmbedded spaceTaylor vortex flowNumerical analysis
spellingShingle Yorinobu Toya
Takashi Watanabe
A numerical analysis of the instability in the Taylor Vortex flow by using the visualization of attractors
SN Applied Sciences
Bifurcation
Chaos theory
Embedded space
Taylor vortex flow
Numerical analysis
title A numerical analysis of the instability in the Taylor Vortex flow by using the visualization of attractors
title_full A numerical analysis of the instability in the Taylor Vortex flow by using the visualization of attractors
title_fullStr A numerical analysis of the instability in the Taylor Vortex flow by using the visualization of attractors
title_full_unstemmed A numerical analysis of the instability in the Taylor Vortex flow by using the visualization of attractors
title_short A numerical analysis of the instability in the Taylor Vortex flow by using the visualization of attractors
title_sort numerical analysis of the instability in the taylor vortex flow by using the visualization of attractors
topic Bifurcation
Chaos theory
Embedded space
Taylor vortex flow
Numerical analysis
url https://doi.org/10.1007/s42452-022-05052-6
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