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Characterization of Fatigue Properties of Fiber-Reinforced Polymer Composites Based on a Multiscale Approach

Authors
Han, HyeonseokXia, YuenHa, Sung Kyu
Issue Date
Jan-2025
Publisher
MDPI Open Access Publishing
Keywords
characterization of fatigue properties; micromechanics; multiscale analysis; polymer matrix composites; temperature-dependent properties
Citation
Polymers, v.17, no.2, pp 1 - 23
Pages
23
Indexed
SCIE
SCOPUS
Journal Title
Polymers
Volume
17
Number
2
Start Page
1
End Page
23
URI
https://scholarworks.bwise.kr/hanyang/handle/2021.sw.hanyang/206445
DOI
10.3390/polym17020157
ISSN
2073-4360
2073-4360
Abstract
This study presents a methodology for characterizing the constituent properties of composite materials by back-calculating from the laminate behavior under fatigue loading. Composite materials consist of fiber reinforcements and a polymer matrix, with the fatigue performance of the laminate governed by the interaction between these constituents. Due to the challenges in directly measuring the properties of individual fibers and the polymer matrix, a reverse-engineering approach was employed. Using the micro-mechanics of fatigue (MMFatigue), we predicted the laminate’s fatigue behavior based on assumed constituent properties and compared these predictions with experimental data from fatigue tests. The properties of the fiber and polymer matrix were iteratively adjusted to minimize the differences between predictions and experimental results, enabling accurate fatigue characterization. To ensure robustness, three laminate angles—0°, 30°, and 60°—were evaluated at three temperatures: low temperature (LT: −40 °C), room temperature (RT: 25 °C), and high temperature (HT: 85 °C). The error, defined as the fatigue life difference between the prediction and the experimental results, were obtained as 2.48% at LT, 7.18% at RT, and 1.25% at HT for a laminate angle of 45°. Finally, the applicability of the multiscale-based fatigue life prediction method was demonstrated through studies on laminates with various angles under tension–compression, and compression–compression cyclic loads, as well as composite pressure vessels under cyclic loading.
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