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一种准脆性断裂的尺寸和边界效应模型。

A Size and Boundary Effects Model for Quasi-Brittle Fracture.

作者信息

Gao Xiaofeng, Koval Georg, Chazallon Cyrille

机构信息

ICUBE Laboratory, CNRS, National Institute of Applied Sciences of Strasbourg, 24 Boulevard de la Victoire, Strasbourg 67084, France.

出版信息

Materials (Basel). 2016 Dec 21;9(12):1030. doi: 10.3390/ma9121030.

Abstract

The fracture behaviors of quasi-brittle materials are commonly specimen size (size effect) and crack size (boundary effect) dependent. In this study, a new failure model is developed for characterizing the size and boundary effects. The derivative of the energy release rate is firstly introduced to predict the nominal strength dominated by the strength mechanism. Combined with the energy criterion for the energy mechanism, an asymptotic model is developed to capture the effect of any crack size on the nominal strength, and its expression for geometrically similar specimens is also established, which is able to characterize the size effect. Detailed comparisons of the proposed model with the size effect law and the boundary effect model are performed, respectively. The nominal strength predictions based on the proposed model are validated with the experimental results of cracked three-point bending beam specimens made of concrete, of limestone and of hardened cement paste and compared with the model predictions given by the size effect law and the boundary effect model.

摘要

准脆性材料的断裂行为通常取决于试样尺寸(尺寸效应)和裂纹尺寸(边界效应)。在本研究中,开发了一种新的失效模型来表征尺寸和边界效应。首先引入能量释放率的导数来预测由强度机制主导的名义强度。结合能量机制的能量准则,建立了一个渐近模型来捕捉任意裂纹尺寸对名义强度的影响,并建立了其针对几何相似试样的表达式,该表达式能够表征尺寸效应。分别对所提出的模型与尺寸效应定律和边界效应模型进行了详细比较。基于所提出模型的名义强度预测通过混凝土、石灰石和硬化水泥浆制成的三点弯曲裂纹梁试件的实验结果进行了验证,并与尺寸效应定律和边界效应模型给出的模型预测结果进行了比较。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/f5c4/5457011/528bf318a811/materials-09-01030-g015.jpg

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