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On Peridynamic Computational Simulation of Concrete Structures

机译:混凝土结构周向动力计算模拟

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Computational simulation of reinforced concrete structures is challenging because concrete cracks at an early stage. Also, as a composite material with steel reinforcement, it is unclear whether the reinforcement should be modeled explicitly or whether the steel-concrete composite should be considered as a single, homogeneous, material. Adding to the difficulty is the fact that concrete is a quasi-brittle material, with a gradually softening cohesive process zone. Over the past 40 years, many finite element approaches have been employed to model reinforced concrete structures. The three main approaches are the smeared crack approach (or continuum damage mechanics), the discrete crack approach (including linear elastic fracture mechanics and cohesive crack models), and the discrete element approach (including lattice and particle models). These three approaches have achieved varying degrees of success. In 1998, Silling published a report describing the peridynamic model. This model requires no assumption regarding continuity of deformation. Using the peridynamic model, both continuous deformation behavior and fracture behavior can emerge. This paper, for the first time in an American Concrete Institute publication, presents an overview of the peridynamic literature and describes and discusses the application of peridynamics to reinforced concrete structures.
机译:钢筋混凝土结构的计算模拟具有挑战性,因为混凝土在早期会出现裂缝。另外,作为具有钢增强材料的复合材料,还不清楚是否应明确对增强材料进行建模,还是应将钢-混凝土复合材料视为单一,均质的材料。困难在于,混凝土是一种准脆性材料,具有逐渐软化的粘结过程区域。在过去的40年中,许多有限元方法已被用来对钢筋混凝土结构进行建模。三种主要方法是拖尾裂纹方法(或连续介质破坏力学),离散裂纹方法(包括线性弹性断裂力学和内聚裂纹模型)以及离散元素方法(包括晶格模型和粒子模型)。这三种方法取得了不同程度的成功。 1998年,Silling发表了一份描述周边动力学模型的报告。该模型不需要假设变形的连续性。使用周边动力学模型,可以出现连续变形行为和断裂行为。本文首次在美国混凝土研究所的出版物中提供了对围岩动力学文献的概述,并描述和讨论了围岩动力学在钢筋混凝土结构中的应用。

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