TECHNICAL PAPERS
May 1, 1984

Finite Element Method for Uniaxially Loaded RC Columns

Publication: Journal of Structural Engineering
Volume 110, Issue 5

Abstract

A method based on finite element technique is presented for the analysis of braced and unbraced columns. This method considers nonlinear behavior of reinforced concrete columns arising out of material nonlinearity and large displacements. The method consists of several special features. It uses a single beam‐column element with five degrees‐of‐freedom (i.e. two end rotations, two end deflections, and one deflection at mid‐length position). Analytical integration leading to closed form solution is used to evaluate the contribution of concrete area to the axial load and moment acting on the cross section. The iterative method which is used for solution of nonlinear equations is based on modified Newton‐Raphson technique. This method determines the loaddeflection response including the drooping branch. Convergence is ensured by resorting to Aitken's delta square extrapolation technique. This method is verified against available solutions and is found to be satisfactory. This method can deal with columns under all possible combinations of uniaxial (proportional)loading and end conditions (pin‐ended, braced, and unbraced).

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References

1.
Basu, A. K., “Computation of Failure Loads of Composite Columns,” Proceedings, Institution of Civil Engineers, London, Vol. 36, Mar., 1967, pp. 557–578.
2.
Basu, A. K., and Suryanarayana, P., “A New Method for Inelastic Analysis of Restrained Reinforced Concrete Columns,” The Bridge and Structural Engineer, New Delhi, Vol. 7, No. 2, June, 1977.
3.
Cranston, W. B., “A Computer Method for the Analysis of Restrained Columns,” TRA 402, Cement and Concrete Association, 52, Grosvenor Gardens, London.
4.
Cranston, W. B., “Analysis and Design of Reinforced Concrete Columns,” Research Report 20, Cement and Concrete Association, 52, Grosvenor Gardens, London, SW1, 1972.
5.
Khosla, C. M., “Computation of Buckling Load and Inelastic Response of (R.C) Frames by the Finite Element Method,” thesis presented to Indian Institute of Technology, Delhi, in 1973, in partial fulfillment of the requirements for the degree of Master of Technology.
6.
Pfrang, E. O., and Siess, C. P., “Predicting Structural Behavior Analytically,” Journal of the Structural Division, ASCE, Vol. 90, No. ST5, Oct., 1964, pp. 99–111.
7.
Zienkiewicz, O. C., “The Finite Element Method in Engineering Science,” McGraw‐Hill, London, 2nd Edition, pp. 20–41.

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Go to Journal of Structural Engineering
Journal of Structural Engineering
Volume 110Issue 5May 1984
Pages: 1114 - 1133

History

Published online: May 1, 1984
Published in print: May 1984

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Sulata Kayal
Sr. Scientist, Cement Research Inst. of India, M‐10, South Extension II, New Delhi 110 049, India

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