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HABÁN, V.; RUDOLF, P.; POCHYLÝ, F.; KOUTNÍK, J.; KRÜGER, K.
Original Title
Stability of Infinitely Long Asymmetrical Vortex Rope
English Title
Type
Peer-reviewed article not indexed in WoS or Scopus
Original Abstract
Eigen value analysis of cavitating vortex rope motion was carried out. Analysis is based on Euler equation, continuity equation and Laplace equation of stress in shell. Instability, which depends on angular velocity of the fluid rotation and radii of vortex rope and draft tube, is judged according to sign of the real part of eigen value. Resulting eigen mode shapes indicate existence of vortex rope shape with elliptical cross-section as was previously documented experimentally.
English abstract
Keywords
Stability, vortex rope, perturbation, eigen mode shape
Key words in English
Authors
Released
26.10.2007
Publisher
Politechnica University of Timisoare
Location
Timisoare
ISBN
1224-6077
Periodical
Scientific Bulletin of the "Politehnica" University of Timisoara
Volume
52
Number
6
State
Romania
Pages from
101
Pages to
108
Pages count
8
BibTex
@article{BUT43907, author="Vladimír {Habán} and Pavel {Rudolf} and František {Pochylý} and Jiří {Koutník} and Klaus {Krüger}", title="Stability of Infinitely Long Asymmetrical Vortex Rope", journal="Scientific Bulletin of the {"}Politehnica{"} University of Timisoara", year="2007", volume="52", number="6", pages="101--108", issn="1224-6077" }