TECHNICAL PAPERS
Jan 1, 1992

Elastoplastic Nonlinear Analysis of Flexibly Jointed Space Frames

Publication: Journal of Structural Engineering
Volume 118, Issue 1

Abstract

Conventional approaches to the design and analysis of steel frames commonly assume the structure to be of either simple or rigid construction. In the simple construction approach, connections between members are not capable of transmitting moment, whereas in the rigid construction approach, full rotational continuity is provided. In practice, however, most connections are semirigid—possessing some degree of rotational stiffness as a function of the applied load. A method for the nonlinear analysis of space frames incorporating the effect of flexible or semirigid joints is presented. A two‐node zero length connection element with three rotational degrees of freedom per node is used to model the joint. The connection element may be introduced at one or both ends of a general thin‐walled beam‐column element, via kinematic transformation and static condensation. The proposed connection element may be represented by any set of nonlinear coupled or uncoupled, in‐plane, out‐of‐plane, and torsional moment‐rotation relationships. Several numerical examples are presented, which show that the response of a flexibly jointed frame is very sensitive to joint behavior.

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References

1.
Ackroyd, M. H., and Gerstle, K. (1983). “Strength of flexibly connected steel frames.” Engrg. Struct., 5(1), 31–37.
2.
Al‐Bermani, F. G. A., and Kitipornchai, S. (1990a). “Nonlinear analysis of thin‐walled structures using least element/member.” J. Struct. Engrg., ASCE, 116(1), 215–234.
3.
Al‐Bermani, F. G. A., and Kitipornchai, S. (1990b). “Elasto‐plastic large deformation analysis of thin‐walled structures.” Engrg. Struct., 12(1), 28–36.
4.
Load and resistance factor design specification for structural steel buildings.” (1986). American Institute of Steel Construction, Chicago, Ill.
5.
Bennetts, I. D., Thomas, I. R. and Grundy, P. (1981). “Torsional stiffness of shear connections,” Proc., Metal Structures Conference, Australia, May 1981, 102–106.
6.
Blandford, G. E. (1988). “Static analysis of flexibly connected thin‐walled plane frame.” Comput. Struct., 28(1), 105–113.
7.
“Structural use of steelwork in building.” (1985). Part 1, British Standards Institution, London, U.K.
8.
Celikag, M., and Kirby, P. A. (1987). “Standardised method for measuring three dimensional response of semi‐rigid joints.” State‐of‐the Art Workshop, Connections, Strength and Design of Steel Structures, E. N. S. Cachan, May.
9.
Chan, S. L., and Kitipornchai, S. (1987). “Geometric nonlinear analysis of asymmetric thin‐walled beam‐columns.” Engrg. Struct., 9(4), 243–254.
10.
Chen, W. P., and Zhou, S. P. (1987). “Inelastic analysis of steel braced frames with flexible joints.” Int. J. Solids Struct., 23(5), 631–649.
11.
Frye, M. J., and Morris, G. A. (1975). “Analysis of flexibly connected steel frames.” Can. J. Civ. Engrg., 2(3), 280–291.
12.
Goto, Y., and Chen, W. F. (1987). “On the computer based design analysis for flexibly‐jointed frames.” J. Const. Steel Res., W. F. Chen, ed., 8, 203–231.
13.
Hechtman, R. A., and Johnston, B. G. (1947). “Riveted semi‐rigid beam‐to‐column building connections.” Progress Report 1, Committee of Steel Structures Research, American Institute of Steel Construction, Chicago, Ill.
14.
Jones, S. W., Kirby, P. A., and Nethercot, D. A. (1980). “Effect of semi‐rigid connections on steel column strength.” J. Const. Steel Res., 1(1), 38–46.
15.
Jones, S. W., Kirby, P. A., and Nethercot, D. A. (1982). “Columns with semi‐rigid joints.” J. Struct. Engrg., ASCE, 108(2), 361–372.
16.
Jones, S. W., Kirby, P. A., and Nethercot, D. A. (1983). “The analysis of frames with semi‐rigid connections—a state of the art report.” J. Const. Steel Res., 3(2), 2–13.
17.
Kitipornchai, S., and Chan, S. L. (1987). “Nonlinear finite element analysis of angle and tee beam‐columns.” J. Struct. Engrg., ASCE, 113(4), 721–739.
18.
Lionberger, S. R., and Weaver, W. (1969). “Dynamic response of frames with non‐rigid connections.” J. Engrg. Mech. Div., ASCE, 95(1), 95–114.
19.
Lui, E. M., and Chen, W. F. (1986). “Analysis and behaviour of flexibly‐jointed frames.” Engrg. Struct., 8(2), 107–118.
20.
Lui, E. M., and Chen, W. F. (1987). “Steel frame analysis with flexible joints.” J. Const. Steel Res., W. F. Chen, ed., 8, 161–202.
21.
Monforton, A. R., and Wu, T. S. (1963). “Matrix analysis of semi‐rigidly connected frames.” J. Struct. Div., ASCE, 89(6), 13–42.
22.
Morris, G. A., and Packer, J. A. (1987). “Beam‐to‐column connections in steel frames.” Can. J. Civ. Engrg., 14(1), 68–76.
23.
Nee, K. M., and Haldar, A. (1988). “Elasto‐plastic nonlinear post‐buckling analysis of partially restrained space structures.” Comput. Meth. Appl. Mech. Engrg., 71, 69–97.
24.
Nethercot, D. A., Kirby, P. A., and Rifai, A. M. (1987). “Columns in partially restrained construction: analytical studies.” Can. J. Civ. Engrg., 14(2), 485–497.
25.
Pippard, A. J., and Baker, J. F. (1936). The analysis of engineering structures. 3rd Ed., Arnold Publishers, London, U.K.
26.
Rathbun, J. C. (1936). “Elastic properties of riveted connections.” Trans. ASCE, 101, 524–563.
27.
Romstad, K. M., and Subramanian, C. V. (1970). “Analysis of frames with partial connection rigidity.” J. Struct. Div., ASCE, 96(11), 2283–2300.
28.
Sommer, W. H. (1969), “Behaviour of welded header plate connections.” Master thesis presented to the University of Toronto, at Toronto, Canada, in partial fulfillment of the requirements for the degree of Master of Science.
29.
AS4100‐1990 Steel Structures. (1990). Standards Association of Australia, Sydney, Australia.
30.
Young, C. R., and Jackson, K. B. (1934). “The relative rigidity of welded and riveted connections,” Can. J. Res., II(1), 62–100;
II(2), 101–134.
31.
Yu, C. H., and Shanmugam, N. E. (1986). “Stability of frames with semi‐rigid joints.” Comput. Struct., 23(5), 639–648.
32.
Williams, F. W. (1964). “An approach to the nonlinear behaviour of a rigid jointed planar framework with finite deflections.” Q. J. Mech. Appl. Math., 17, 451–469.
33.
Wilson, W. M., and Moore, H. F. (1917). “Tests to determine the rigidity of riveted joints in steel structures.” Bull. No. 104, Engineering Experiment Station, University of Illinois, Urbana, Ill.

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Published In

Go to Journal of Structural Engineering
Journal of Structural Engineering
Volume 118Issue 1January 1992
Pages: 108 - 127

History

Published online: Jan 1, 1992
Published in print: Jan 1992

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Authors

Affiliations

Faris G. A. Al‐Bermani
Res. Fellow in Civ. Engrg., Univ. of Queensland, St. Lucia, Queensland, Australia 4072
Stritawat Kitipornchai
Assoc. Prof. in Civ. Engrg., Univ. of Queensland, St. Lucia, Queensland, Australia 4072

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