Abstract

The fatigue behaviour of concrete has become more important for the design of constructions due to the desire to build slimmer structures, which are more sensitive to fatigue loading. This article aims to evaluate and compare the fatigue crack propagation rate in vibrated concrete for four different stress ratios using the Paris-Erdogan law. The data evaluation in this article is based on crack mouth opening displacement (CMOD) measurements from cyclic three-point bending tests on single edge notched beams and from wedge splitting tests on notched cubes, obtained from experiments at Ghent University. For this study, finite element analysis is used to obtain a mathematical relationship between the CMOD and the relative crack length a/W, as well as a relationship between the stress intensity ratio ?K and a/W. The obtained mathematical relationships were then combined with the measured CMOD values to correlate the test data to the Paris- Erdogan law. Herein, the crack propagation rate da/dN is plotted against the corresponding stress intensity range ?K in a log-log graph. In a final step, the Paris-Erdogan law parameters C and m were obtained through linear curve fitting on the data points from the obtained graphs. The parameters C and m are then used to compare and evaluate the fatigue crack behavior in vibrated concrete, and the differences between the results from the three-point bend tests and wedge splitting tests.

Highlights

  • Three-point bending tests (3PBT) as well as wedge splitting tests (WST) are often used to determine the fracture properties of structural materials such as cement based composites [8]

  • The data evaluation in this article is based on crack mouth opening displacement (CMOD) measurements from cyclic three-point bending tests on single edge notched beams and from wedge splitting tests on notched cubes, obtained from experiments at Ghent University

  • Finite element analysis is used to obtain a mathematical relationship between the CMOD and the relative crack length a/W, as well as a relationship between the stress intensity ratio ∆K and a/W

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Summary

Introduction

Three-point bending tests (3PBT) as well as wedge splitting tests (WST) are often used to determine the fracture properties of structural materials such as cement based composites [8]. The test data was obtained from static tests (strength of material, fracture toughness, Young’s modulus and Poisson ratio), and by performing cyclic tests on notched specimens, while measuring the crack mouth opening displacement (CMOD) for each load cycle. The Paris law parameters C and m were obtained through linear curve fitting the data points from these obtained graphs These parameters are used to compare and evaluate the fatigue crack behaviour under the four stress ratios, as well as to compare the results from the three-point bend and the wedge splitting tests and data later could be used as input parameters for simulation e.g. ATENA [23, 24] or DOProC [15,16]

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