A platform for research: civil engineering, architecture and urbanism
Strumming of nonlinear cable elements using modal superposition
AbstractA wake-oscillator model of cable strumming effects is used in a numerical procedure to predict the strumming response of hydrodynamically loaded cable systems incorporating long curved cables. The finite element method is used in a combined time-domain and frequency-domain solution method. Transverse strumming motions are assumed to be small compared to nonlinear in-line displacements and to occur at much higher frequencies than the in-line frequencies. A modal superposition technique is used to predict strumming response superposed on nonlinear time-domain solutions for in-line motions. Two examples are included, a horizontal cable vibrating in a uniform current, and a three-leg single point mooring of a large buot subject to ocean waves.
Strumming of nonlinear cable elements using modal superposition
AbstractA wake-oscillator model of cable strumming effects is used in a numerical procedure to predict the strumming response of hydrodynamically loaded cable systems incorporating long curved cables. The finite element method is used in a combined time-domain and frequency-domain solution method. Transverse strumming motions are assumed to be small compared to nonlinear in-line displacements and to occur at much higher frequencies than the in-line frequencies. A modal superposition technique is used to predict strumming response superposed on nonlinear time-domain solutions for in-line motions. Two examples are included, a horizontal cable vibrating in a uniform current, and a three-leg single point mooring of a large buot subject to ocean waves.
Strumming of nonlinear cable elements using modal superposition
Tuah, Hang (author) / Leonard, J.W. (author)
Engineering Structures ; 14 ; 282-290
1992-01-01
9 pages
Article (Journal)
Electronic Resource
English
Nonlinear Dynamic Analysis of Structures Using Modal Superposition
British Library Conference Proceedings | 2011
|Nonlinear Dynamic Analysis of Steel Frames by Modal Superposition
Online Contents | 1997
|Nonlinear Dynamic Analysis of Steel Frames by Modal Superposition
British Library Online Contents | 1997
|Modal superposition according to EC8
Online Contents | 2017
|