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Mechanical behaviour and non-linear analysis of short beams using softened truss and direct strut & tie models

机译:短梁的力学行为和非线性分析,使用软化桁架和直接支撑&拉紧模型

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This paper discusses the application of the softened truss and strut and tie models on short beams. The softened truss model originally proposed by Hsu is based on three fundamental principles of mechanics of materials, i.e., stress equilibrium, strain compatibility, and constitutive laws of materials. The model has two important characteristics. The first is the non-linear association of stress and strain. The second is the softening of concrete in compression due to tensile strains in the perpendicular direction. For short beams, one of the most important factors influencing behaviour is the effective transverse compression, which is dependent on the shear-span-to-depth (a/d) ratio. In this study, the softened truss model is revised so that the model gives more accurate predictions of the shear strength of short beams. The revised softened truss model (RSOTM) has three differences from the original model. In the RSOTM, it is shown that the effective transverse compression is not only dependent on the a/d ratio but also on the reinforcement ratio in the longitudinal direction as well as the size of the specimen. Second, it is shown that the softening phenomenon in short beams is more severe than that assumed in the original model. The third difference is that the effective transverse compression will be zero when a/d ratio exceeds 1.5. The ROSTM is compared with ACI318-2002, which recommends that short and deep beams should be designed by strut and tie models. ACI318-2002 and the final draft of Eurocode 2 do not provide specific guidance on suitable strut and tie models for different cases. In this study on short beams, a strut and tie model which consists of three mechanisms is recommended: a direct strut mechanism to account for the contribution of concrete and two truss mechanisms to account for the contributions of the horizontal and vertical shear reinforcements to the shear strength. It is imperative that ACI 318-2002 and the final draft of Eurocode 2 should be modified so that they should stress the existence of these three mechanisms in short and deep beams.
机译:本文讨论了软化桁架,支柱和拉索模型在短梁上的应用。 Hsu最初提出的软化桁架模型基于材料力学的三个基本原理,即应力平衡,应变相容性和材料的本构定律。该模型具有两个重要特征。第一个是应力和应变的非线性关联。第二个是由于垂直方向上的拉伸应变而使混凝土在压缩状态下软化。对于短梁,影响行为的最重要因素之一是有效的横向压缩,这取决于剪切跨度与深度(a / d)的比率。在这项研究中,对软化的桁架模型进行了修改,以便该模型可以更准确地预测短梁的抗剪强度。修改后的软化桁架模型(RSOTM)与原始模型有三个差异。在RSOTM中,显示出有效的横向压缩不仅取决于a / d比,而且取决于纵向上的增强比以及样本的尺寸。其次,表明短梁的软化现象比原始模型中假设的更为严重。第三个差异是,当a / d比超过1.5时,有效横向压缩将为零。 ROSTM与ACI318-2002进行了比较,ACI318-2002建议应通过支撑和拉杆模型设计短和深梁。 ACI318-2002和欧洲规范2的最终草案未针对不同情况提供有关合适的撑杆和系杆模型的具体指南。在对短梁的这项研究中,建议采用由三种机制组成的支杆和拉杆模型:考虑混凝土贡献的直接支杆机制和考虑水平和垂直剪切钢筋对剪力的贡献的两种桁架机制。强度。必须修改ACI 318-2002和欧洲规范2的最终草案,以便它们应强调这三种机制在短梁和深梁中的存在。

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