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Determination of double-K fracture parameters of concrete using split-tension cube test

机译:用劈拉立方试验确定混凝土的双K断裂参数。

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This paper presents development of double-K fracture model for the split-tension cube specimen for determining the unstable fracture toughness and initial cracking toughness of concrete. There are some advantages of using of split-tension cube test like compactness and lightness over the existing specimen geometries in practice such as three-point bend test, wedge splitting test and compact tension specimen. The cohesive toughness of the material is determined using weight function having four terms for the split-tension cube specimen. Some empirical relations are also suggested for determining geometrical factors in order to calculate stress intensity factor and crack mouth opening displacement for the same specimen. The results of double-K fracture parameters of split-tension cube specimen are compared with those obtained for compact tension specimen. Finally, the influence of the width of the load-distribution of split-tension cube specimen on the double-K fracture parameters for laboratory size specimens is investigated. The input data required for determining double-K fracture parameters for both the specimen geometries are obtained using well known version of the Fictitious Crack Model.
机译:本文介绍了用于确定混凝土的不稳定断裂韧度和初始开裂韧度的裂口立方试样双K断裂模型的开发方法。在实践中,使用分体拉力立方测试具有一些优势,例如紧凑性和轻便性优于现有的样品几何形状,例如三点弯曲测试,楔形劈裂测试和紧凑的拉力样品。材料的内聚韧性是使用具有四个项的重量函数确定的,用于分离张力立方试样。还建议了一些经验关系来确定几何因子,以便计算同一试样的应力强度因子和裂纹口张开位移。将劈分拉力试件的双K断裂参数结果与紧凑型拉力试件的结果进行比较。最后,研究了拉力立方试样的载荷分布宽度对实验室尺寸试样的双K断裂参数的影响。使用众所周知的虚拟裂缝模型版本,可以获得确定两个试样几何形状的双K断裂参数所需的输入数据。

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