THE FINITE ELEMENT METHOD FOR HYDROELASTIC INSTABILITY OF UNDERWATER TOWED CYLINDRICAL STRUCTURES-Reference-Cited by-同舟云学术

THE FINITE ELEMENT METHOD FOR HYDROELASTIC INSTABILITY OF UNDERWATER TOWED CYLINDRICAL STRUCTURES

Published:2000-10 Issue:1 Volume:237 Page:119-143
ISSN:0022-460X
Container-title:Journal of Sound and Vibration
language:en
Short-container-title:Journal of Sound and Vibration

Author:

BHATTACHARYYA S.K.,VENDHAN C.P.,SUDARSAN K.

Publisher

Elsevier BV

Subject

Mechanical Engineering,Mechanics of Materials,Acoustics and Ultrasonics,Condensed Matter Physics

Reference15 articles.

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2. Flow-induced instabilities of cylindrical structures;PAIDOUSSIS;Applied Mechanics Review,1987

3. Dynamics of submerged towed cylinders;PAIDOUSSIS;Eighth Symposium of Naval Hydrodynamics: Hydrodynamics in the Ocean Environment, ACR-179, Arlington Virginia,1970

4. Stability of a string in axial flow;TRIANTAFYLLOU;Journal of Energy Resources Technology,1985

5. On the dynamic motion of a thin flexible cylinder in a viscous stream;ORTLOFF;Journal of Fluid Mechanics,1969

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1. Analytical and Numerical Study of Underwater Tether Cable Dynamics for Seabed Walking Robots Using Quasi-Static Approximation;Journal of Marine Science and Engineering;2023-08-01

2. References††The references are generally arranged alphabetically. However, for single-, double-, and multiple-author papers with the same first author, they are listed as follows:(i)the single-author papers first: e.g. SMITH, A. 1990 before SMITH, A. 1991;(ii)the double-author papers next, according to the second author’s name: e.g. SMITH, A. & BROWN, G. 1991 before SMITH, A. & GREEN, S. 1979;(iii)multiple-author papers, which will be cited in the text as, e.g. Smith et al. (1979), are listed last, strictly chronologically.§§All MERL Reports, e.g. Païdoussis & Denise (1970) are available on-line via: www.digital.library.mcgill.ca/pse/;Fluid-Structure Interactions;2016

3. Towed and Self-Propelled Cylinders;Fluid-Structure Interactions;2016

4. An experimental study of dynamics of towed flexible cylinders;Journal of Sound and Vibration;2015-07

5. FINITE DIFFERENCE METHOD FOR SOLVING THE NONLINEAR DYNAMIC EQUATION OF UNDERWATER TOWED SYSTEM;International Journal of Computational Methods;2014-08