Numerical Study of the Geometry Effect of Notched Connections in Mass Timber Panel-Concrete Composite Floors

Lei Zhang, Y. Chui
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引用次数: 1

Abstract

A mass timber panel-concrete (MTPC) composite floor system consists of a timber panel in the tensile zone, a concrete layer in the compression zone, and shear connectors between timber and concrete. The notched connections that are cut in timber and connected with concrete by the interlocking effect are often classified as the best type of connection system in terms of stiffness and load-carrying capacity. To study the effect of notch geometry to the performance of notched connections and composite beams, 2D finite element models are built in ABAQUS in this study. The concrete portion is modelled with concrete damaged plasticity model while the timber portion is modelled with Hashin’s failure criteria. The effective bending stiffness and ultimate bending capacity of the composite beam under uniformly distributed load are obtained from the finite element models and are compared with the well-known Gamma method in Eurocode 5 and strut-and-tie model. Good agreement between finite element model in the elastic range and strut-and-tie model was achieved. However, due to the assumptions made in the Gamma method, it was found that this simplified design method is not capable of describing MTPC composite floors with discrete notched connections.
大质量木板-混凝土组合楼板缺口连接几何效应的数值研究
大质量木板-混凝土(MTPC)复合地板系统由拉伸区的木板、压缩区的混凝土层以及木材和混凝土之间的剪切连接件组成。在木材中切割并通过联锁效应与混凝土连接的缺口连接通常被归类为在刚度和承载能力方面最好的连接系统类型。为了研究缺口几何形状对缺口连接和组合梁性能的影响,本研究在ABAQUS中建立了二维有限元模型。混凝土部分采用混凝土损伤塑性模型,木材部分采用哈辛破坏准则。采用有限元模型计算了组合梁在均布荷载作用下的有效抗弯刚度和极限抗弯能力,并与欧洲规范5中著名的Gamma方法和拉杆模型进行了比较。有限元模型在弹性范围内与拉杆模型吻合较好。然而,由于Gamma方法中的假设,发现这种简化的设计方法无法描述具有离散缺口连接的MTPC复合地板。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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