Full length articleBehaviour of plasterboard-lined steel-framed ceiling diaphragms
Introduction
A diaphragm is a structural system (usually horizontal) that acts to transmit lateral loads to the vertical lateral resisting system (such as bracing walls) as illustrated in Fig. 1. Stiffness characteristics of diaphragm are essential for accurate assessment of the behaviour of structures under lateral loading. Knowledge of diaphragm stiffness is crucial for proper distribution of the lateral load to the bracing walls. In wood light-framed buildings, the diaphragm is designated as either flexible or rigid for the purpose of lateral load distribution [2]. The International Building Code (IBC) [3] has considered either a “flexible” or “rigid” diaphragm based on the relative stiffness of the diaphragm to the bracing walls. However, in Australian design standards, there is no reference to the rigidity of the ceiling/roof diaphragms. Reardon [4] conducted a full scale testing of a steel-framed house and specified that the ceiling diaphragm may be considered as rigid. Paevere et al. [5] stated that the roof/ceiling diaphragm behaved as a rigid diaphragm, while Breyer et al. [2] mentioned that ceiling/roof diaphragms can be considered as flexible. If the load distribution is not anticipated appropriately, an engineered structure can produce a false sense of confidence of safety and performance compared to the one that has not been ‘engineered’ [6]. Therefore, the under- or over-simplification of the structural behaviour of light-frame structures may result in inefficient designs or potential failures [7].
In Australia, plasterboard is typically used as interior lining on light-framed residential structures. As an interior lining it can be used to provide bracing resistance for walls as per AS1684 and NASH Standard Part 2 [8]. This has been confirmed by testing of walls systems and full houses under simulated wind, cyclonic and earthquake loads [9,10]. Based on the observation of failure modes of plasterboard lined frames when subjected to lateral load, Liew [11] found that board density and mechanical properties of the paper lining are key parameter influencing the bracing performance of plasterboard. Accordingly, Liew et al. [12] developed a simple test method to assess the quality of plasterboard as a composite material in resisting in-plane shear loads when it is used as a bracing material.
Light sheet cladding has been used for some time on steel and timber frames as part of roof diaphragms. One of the most common applications is the use of light gauge corrugated roof sheeting fastened to cold formed steel trusses or frames which are typically design as stressed skins [[13], [14], [15], [16], [17]]. However, there is very limited tests and verified models for plasterboard lined ceilings in steel-framed houses. Indeed, for timber-framed houses there is very limited information to allow a designer to determine the capacity of ceiling diaphragm to transfer lateral loads. For instance, Walker and Gonano [18]; Walker and Gonano [19]; Walker et al. [20] investigated the ceiling diaphragms action in timber-framed structures and developed empirical design data which are contained in the Australian Standard, AS1684.2 [21]. However, if the geometric configurations (e.g., spacing between bracing walls) fall outside the specific limits in AS1684.2 [21] there are no guidance whatsoever. Therefore, there is a need to evaluate the strength and stiffness of ceiling diaphragm to correctly design the lateral load-resisting system. The development of a rational design method would allow Australian designers and manufacturers to develop optimised systems rather than relying on extrapolation of historical empirical data.
This paper is part of a larger investigation undertaken to develop a rational method for design of plasterboard lined steel framed ceiling diaphragms [22]. This paper in particular presents the experimental tests of plasterboard-lined steel-framed ceiling diaphragms and utilises the test results to develop finite element models for evaluating the stiffness and strength of various diaphragm geometries and boundary conditions. Knowledge of the stiffness and the strength of diaphragm would assist designers to develop the appropriate lateral load distribution to the bracing walls through the ceiling diaphragm.
Section snippets
Plasterboard to ceiling batten screw connection tests
Research experience has demonstrated that the entire behaviour of a diaphragm is mainly governed by the behaviour of the sheathing-to-framing connections [23]. In addition, to illustrate the measured response of diaphragms, the responses of individual connections between plasterboard sheathing and cold-formed steel framing members were determined through shear connection testing.
There is no prescribed standard testing method for shear connection tests between plasterboard and cold-formed steel
Finite element modelling
ANSYS software was used to develop Finite Element (FE) models of tested ceiling diaphragms presented in Section 2. ANSYS software was selected for the analytical investigation as it has an extensive library of elements and covers various types of non-linearity, such as material non-linearity, geometric non-linearity and element non-linearity [34].
Summary and conclusions
In order to quantify the strength and stiffness of typical plasterboard lined cold-formed steel ceiling diaphragms essential full scale tests were undertake and presented in this paper. The ceiling diaphragm tests covered various sizes of ceilings with two different boundary conditions; (i) free plasterboard edge (isolated ceiling diaphragm), and (ii) with plasterboard edge bearing against end-wall top plate. Similar to plasterboard lined wall frames the behaviour the ceilings is governed by
Acknowledgements
The work described in this paper is undertaken as part of a research project on the ‘Rational Lateral Bracing Design of Steel-Framed Domestic Structures’ funded by the Australian Research Council (ARC) Linkage Grant LP110100430. The contributions of John Shayler of Steel Frame Solutions who supplied test materials used for the experimental work are acknowledged. The financial and technical support provided by NASH members is also gratefully acknowledged.
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