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2021Bulletin of the New Zealand Society for Earthquake Engineering

Theoretical and experimental evaluation of timber-framed partitions under lateral drift

Jitendra Bhatta; Joshua Mulligan; Rajesh P. Dhakal; Timothy J. Sullivan; Hans Gerlich; Frank Kang

Shear wallsConnectionsSeismic responseMaterial propertiesDesign methodsExperimentalAnalytical
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Abstract

This paper identifies the inherent strengths/weaknesses of rigid timber-framed partitions and quantifies the onset drifts for different damage thresholds under bi-directional seismic actions. It reports construction and quasi-static lateral cyclic testing of a multi-winged timber-framed partition wall specimen with details typical of New Zealand construction practice. Furthermore, the cyclic performance of the tested rigid timber-framed partition wall is also compared with that of similar partition walls incorporating ‘partly-sliding’ connectiondetails, and ‘seismic gaps’, previously tested under the same test setup. Based on the experimentally recorded cyclic performance measures, theoretical equations proposed/derived in the literature to predict the ultimate strength, initial stiffness, and drift capacity of different damage states are scrutinized, and some equations are updated in order to alleviate identified possible shortcomings. These theoretical estimates are then validated with the experimental results. It is found that the equations can reasonably predict the initial stiffness and ultimate shear strength of the partitions, as well as the onset-driftscorresponding to the screw damage and diagonal buckling failure mode of the plasterboard. The predicted bi-linear curve is also found to approximate the backbone curve of the tested partition wall sensibly.

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Reference

Jitendra Bhatta; Joshua Mulligan; Rajesh P. Dhakal; Timothy J. Sullivan; Hans Gerlich; Frank Kang. (2021). Theoretical and experimental evaluation of timber-framed partitions under lateral drift. Bulletin of the New Zealand Society for Earthquake Engineering. https://doi.org/10.5459/bnzsee.54.4.263-281

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