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An Experiment-Simulation Method for the Determination of the Mode-II Critical Energy Release Rate
1 Department of Astronautic Science and Mechanics, Harbin Institute of Technology, Harbin, 150001, China
* Corresponding Author: Hongjun Yu. Email:
The International Conference on Computational & Experimental Engineering and Sciences 2023, 26(2), 1-1. https://doi.org/10.32604/icces.2023.08918
Abstract
To overcome the harsh experimental conditions of determining the mode-II critical energy release rate GIIC, a flexible experiment-simulation method for determining GIIC is proposed based on the mixed-mode fracture experiments and the corresponding simulations by the mixed-mode phase-field model. In details, a mixedmode fracture experiment is first conducted to obtain the initial crack deflection angle. Subsequently, a series of phase-field simulations are conducted by altering the value of GIC/GIIC to reproduce the experimental result so as to determine the value of GIIC with a known GIC. Three mixed-mode fracture tests (single edge cracked circular test, central crack rectangular tension test and compact tension shear test) of PMMA indicate that the determined GIIC is a stable material parameter independent of test and loading conditions. Meanwhile, the determined prediction of GIIC is compared with those in other references with a deviation of about 3.5%, which demonstrates that the proposed method can quantitatively and qualitatively obtain GIIC. Furthermore, the determined parameter GIIC is used to develop the mixed-mode phase-field model through using the mode-mixity factor (GIC/GIIC) to regular the relative contribution of the volumetric and distortional crack driving energy. As a result, the mixed-mode phase-field model provides better simulations than the classical phase-field model for the materials with large difference between GIC and GIIC. Without the harsh conditions of the pure mode-II fracture, the proposed method is of significant practice in the determination of GIIC, which benefits the study of mixed-mode fracture problems.Keywords
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