TECHNICAL PAPERS
Jun 1, 1985

Analytical Modeling of Tube‐In‐Tube Structure

Publication: Journal of Structural Engineering
Volume 111, Issue 6

Abstract

Tube‐in‐tube structures are analyzed using a continuum approach in which the two beams are individually modeled by a “tube beamr” that accounts for flexural deformation, shear deformation, and shear‐lag effect. The beams are forced to have equal lateral deflections, and the amount of load carried by each beam is a function of its relative stiffness. The analyses are performed using the Minimum Potential Energy principle, and the results are compared with results of finite element analyses. It is shown that the continuously compatible condition reasonably models tube‐in‐tube structures with as few as five stories.

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References

1.
Beck, H., “Contribution to the Analysis of Coupled Shear Walls,” Journal of the American Concrete Institute, Vol. 59, No. 8, Aug., 1962.
2.
Chang, P., and Foutch, D., “An Approximate Dynamic Analysis of Tall Buildings,” ASCE 8th Conference on Electronic Computation Proceeding, Mar., 1983.
3.
Coull, A., and Ahmed, A., “Simplified Analysis of Frame‐Tube Structures,” Journal of the Structural Division, ASCE, Vol. 104, No. ST5, May, 1978.
4.
Coull, A., and Ahmed, A., “Simplified Analysis of Bundled‐tube Structures,” Journal of the Structural Division, ASCE, Paper 17065, 1982.
5.
Coull, A., and Low, “Analysis of Stiffened Non‐planar Couple Shear‐walls,” Proceeding of the Institute of Civil Engineering, Vol. 67, Part 2, Dec., 1979.
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Rutenberg, A., “Laterally Loaded Asymmetric Building,” Computer and Structures, Vol. 10, No. 3, June, 1979.
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Tso, W., and Biswas, J., “An Approximate Seismic Analysis of Coupled Shear Walls,” Building Science, Vol. 7, 1972.

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Go to Journal of Structural Engineering
Journal of Structural Engineering
Volume 111Issue 6June 1985
Pages: 1326 - 1337

History

Published online: Jun 1, 1985
Published in print: Jun 1985

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Authors

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Peter C. Chang, M. ASCE
Asst. Prof., Civ. Engrg. Dept., Univ. of Maryland at College Park, College Park, Md. 20742

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