Microscale Discrete Element Model for Simulating Bridging Behavior of Fractured Glass Laminates

Wang, Xing Er and Yang, Jian and Peng, Shennan and Wang, Yige and Hou, Xiaonan (2022) Microscale Discrete Element Model for Simulating Bridging Behavior of Fractured Glass Laminates. In: Challenging Glass Conference Proceedings :. Challenging Glass Conference Proceedings, 8 . UNSPECIFIED, BEL.

Full text not available from this repository.

Abstract

The bridging behavior between fragments is one vital factor in the post-fracture stage of glass laminates. A particle-based discrete element model was developed in this work to simulate the bridging behavior of fractured glass laminates. The model was based on the calibration of hyperelastic PVB material properties using soft-bond model and further validated with the experimental data as well as the observations from through-crack-tensile tests. In order to investigate the bridging performance of fractured glass laminates with multiple fragments under uniaxial tension, three factors encompassing the crack aligning, fragment number and adhesion conditions were considered to perform a parametric study. The results give an exploratory application of the developed discrete element models in the estimation of the post-fracture behaviors. It is found that the smaller fragment size can diminish the tension-stiffening effect in the non-aligned case which might generate an enhancing ratio of initial modulus up to nearly 3.6. The non-aligned cracks can also lead to a very high strength if the adhesion ability can be guaranteed. However, the delamination of fragments is expected to control the post-fracture strength of fractured glass laminates with PVB interlayer.

Item Type:
Contribution in Book/Report/Proceedings
Additional Information:
Publisher Copyright: Copyright © 2022 with the author(s)
Uncontrolled Keywords:
/dk/atira/pure/subjectarea/asjc/2200/2205
Subjects:
?? discrete element methodlaminated glasspost-fracture behaviourpvbcivil and structural engineeringbuilding and constructionmechanics of materials ??
ID Code:
215800
Deposited By:
Deposited On:
18 Mar 2024 17:00
Refereed?:
Yes
Published?:
Published
Last Modified:
18 Mar 2024 17:00