Comprehensive Load Distribution Model For Wood Truss Roof Assemblies

Authors

  • Kelly LaFave
  • Rafik Y. Itani

Keywords:

Trusses, load sharing, roofs, composite action, connections

Abstract

This study developed and verified a comprehensive structural analysis model to predict the distribution of loads in wood truss roof systems. Experimental testing was performed to provide for model verification and included full-scale tests of individual trusses and a complete roof system.

Nine trusses were individually tested to their design load, then placed in a typically constructed and sheathed assembly for roof system testing. The roof assembly tests consisted of loading individual trusses within the roof using various combinations of concentrated vertical loads. Truss reactions, truss loads, and interior bottom chord deflections were electronically measured. The roof assembly was also tested with two types of gable end truss supports.

The load distributions within the roof assembly were found to remain constant up to and beyond twice the roof's design load. The load distributed through load sharing was found to vary from 60% of the applied load in stiffer trusses to 80% of the applied load in relatively limber trusses. Gable end truss support significantly influenced the load carried by the trusses near the ends of the roof.

By considering the truss members as three-dimensional frame elements with semi-rigid end connections, and by rationally assigning rigidity factors to the connected joints, a model was developed in this study that can accurately predict individual truss stiffness and roof assembly load distributions. Distributions predicted by the model compared closely to those obtained experimentally for both individual truss loadings and for superimposed truss loadings. The model developed does not require experimental connector plate parameters and once fully verified, may prove useful in roof system design procedures.

References

Cramer, S. M., and R. W. Wolfe. 1989. Load distribution model for light-frame wood roof assemblies. J. Struct. Eng., ASCE. 115(10):2603-2616.nCramer, S. M., R. W. Wolfe., and A. Peyrot. 1988. Modeling roof systems for reliability analysis. Pages 143-150, vol. 1, in R. Y. Itani, ed. Proc. of the 1988 International Conference on Timber Engineering. Forest Products Research Society, Madison, WI.nFoschi, R. O. 1977. Analysis of wood diaphragms and trusses. Part II. Truss plate connections. Can. J. Civ. Eng. 4(3):354-360.nFoschi, R. O. 1979. Truss plate modeling in the analysis of trusses. Pages 88-97 in Proc. of Metal Plate Wood Truss Conference. Forest Products Research Society, Madison, WI.nGromala, D. S., and D. J. Sharp. 1988. Concepts of wood structural system performance. Pages 136-142, vol. 1, in R. Y. Itani, ed. Proc. of the 1988 International Conference on Timber Engineering. Forest Products Research Society, Madison, WI.nLaFave, K. D. 1990. Experimental and analytical study of load sharing in wood truss roof systems. Unpublished M.S. thesis, Washington State University, Pullman, WA.nMcCarthy, M., and R. W. Wolfe. 1987. Assessment of truss plate performance model applied to southern pine truss joints. USDA Research Paper FPL-RP-483, Forest Prod. Lab., Madison, WI.nWang, C. K. 1986. Structural analysis on microcomputers. Macmillan, New York, NY.nWolfe, R. W., T. LaBissoniere, and S. M. Cramer. 1988. Performance tests of light-frame roof assemblies. Pages 3-11, vol. 2, in R. Y. Itani, ed. Proc. of the 1988 International Conference on Timber Engineering. Forest Products Research Society, Madison, WI.nWolfe, R. W., D. H. Percival, and R. C. Moody. 1986. Strength and stiffness of light-framed sloped trusses. USDA Research Paper FPL 471. Forest Prod. Lab., Madison, WI.n

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Published

2007-06-28

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Section

Research Contributions