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Simplified calculation model for interconnected timber elements using wood-wood connections

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ISBN: 978-91-88898-64-7

97

Simplified calculation model for interconnected timber elements

using wood-wood connections

J. Gamerro†*, J. F. Bocquet, and Y. Weinand

IBOIS, École Polytechnique Fédérale de Lausanne, Switzerland, julien.gamerro@epfl.ch LERMAB, École Nationale Supérieure des Technologies et Industries du Bois, France.

Metal fasteners and adhesive bonding are the main assembly methods in modern timber constructions. However, traditional wood-wood connections can be used effectively as well, thanks to increasing automation of the construction industry (CNC, robotics, etc.). The feasibility of this type of construction technique has been proven for buildings with complex geometry such as the wooden pavilion of the Vidy theatre [1]. As a result, this research is focused on the development of a simplified calculation model for standard construction elements using wood-wood connections called Through Tenon (TT). The goal is to obtain a dimensioning tool which is easy to use in practice for roof, slab and wall elements.

The newly proposed calculation model is inspired by previous research done on interconnected timber elements using both metal fasteners and wood-wood connections [2][3]. As shown in Fig. 1a, the numerical model is composed of beam elements (lines) with eccentricities represented by rigid fictive beams (dotted lines). Associated geometrical and material properties are assigned to each beam element. For TT joints, the tenon part of the connection is also represented by beams, while the contact zone between the tenon and the mortise is defined by springs to simulate the contact stiffness of the joint (Fig. 1c).

Figure 1: (a) representation of an I-Beam using wood-wood connections with the simplified calculation model (b) Axonometry of a TT joint (c) modelling of the TT joint with beam elements and springs.

The effective bending stiffness (EIef) of this type of structural element was analyzed to understand the corresponding

mechanical behaviour and to assess the calculation model. Therefore, experiments were carried out on TT joints to determine the contact stiffness of the joint, and four points bending tests were performed on large specimens of eight meters made out of oriented strand board and laminated lumber veneer panels.

The EIef of the model was 12% lower compared to the test specimens, while a fully rigid model was 42% higher. The

results show the importance of the semi-rigidity of TT joints. However, friction is not considered within the model which might explain the difference between model and tests. Concerning the tensile failure mode in the bottom flange, a shear lag coefficient should be applied due to the non-uniform stress distribution.

Acknowledgement

This research was supported by the NCCR Digital Fabrication, funded by the Swiss National Science Foundation (NCCR Digital Fabrication Agreement \#51NF40-141853).

References

[1] Robeller, C., Gamerro, J., Weinand, Y., 2017. Théâtre Vidy Lausanne - A Double-Layered Timber Folded Plate Structure. Journal of the International Association for Shell and Spatial Structures 58, 295–314.

https://doi.org/10.20898/j.iass.2017.194.864

[2] Kreuzinger, H., 1999. Flächentragwerke: Platten, Scheiben, Schalen, Berechnungsmethoden und Beispiele. Informationsdienst Holz, Brücken aus Holz 43 – 60.

[3] Girardon, S., Barthram, C., Resch, L., Bocquet, J.-F., Triboulot, P., 2014. Determination of shearing stiffness parameters to design multi-layer spruce beams using welding-through wood dowels. European Journal of Wood and Wood Products 72, 721–733. https://doi.org/10.1007/s00107-014-0834-4

Figure

Figure 1: (a) representation of an I-Beam using wood-wood connections with the simplified calculation model (b) Axonometry of  a TT joint (c) modelling of the TT joint with beam elements and springs

References

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