Buy article PDF
The purchased file will be sent to you
via email after the payment is completed.
US$ 35
Structural Engineering and Mechanics Volume 50, Number 3, May10 2014 , pages 287-304 DOI: https://doi.org/10.12989/sem.2014.50.3.287 |
|
|
Wave load resistance of high strength concrete slender column subjected to eccentric compression |
||
M. Jayakumar and B.V. Rangan
|
||
Abstract | ||
A computer based iterative numerical procedure has been developed to analyse reinforced high strength concrete columns subjected to horizontal wave loads and eccentric vertical load by taking the material, geometrical and wave load non-linearity into account. The behaviour of the column has been assumed, to be represented by Moment-Thrust-Curvature relationship of the column cross-section. The formulated computer program predicts horizontal load versus deflection behaviour of a column up to failure. The developed numerical model has been applied to analyse several column specimens of various slenderness, structural properties and axial load ratios, tested by other researchers. The predicted values are having a better agreement with experimental results. A simplified user friendly hydrodynamic load model has been developed based on Morison equation supplemented with a wave slap term to predict the high frequency non-linear impulsive hydrodynamic loads arising from steep waves, known as ringing loads. A computer program has been formulated based on the model to obtain the wave loads and non-dimensional wave load coefficients for all discretised nodes, along the length of column from instantaneous free water surface to bottom of the column at mud level. The columns of same size and material properties but having different slenderness ratio are analysed by the developed numerical procedure for the simulated wave loads under various vertical thrust. This paper discusses the results obtained in detail and effect of slenderness in resisting wave loads under various vertical thrust. | ||
Key Words | ||
concrete column; wave loads; eccentric compression; Moment-Thrust-curvature; secondary moments | ||
Address | ||
M. Jayakumar : Department of Civil and Construction Engineering, Curtin University, Sarawak. Malaysia B.V. Rangan : Faculty of Engineering and Computing, Curtin University, Perth, Australia | ||