Abstract
In this work, a review and mathematical analysis of phenomenological models of residual strength and residual stiffness of polymer composite materials under fatigue loading have been carried out. The methodology of the analysis is described in detail, including various approaches to determining damage based on changes in mechanical properties, as well as the requirements for functions that can be used to describe experimental dependencies. The considered models have been classified according to the characteristic form of their mathematical function: polynomial, power, exponential, logarithmic, and trigonometric models. A distinct category has been established for models utilizing cumulative distribution functions. The possibilities for further development and application of phenomenological models of residual mechanical properties for the improvement of strength analysis approaches for composite structures have been outlined.
Keywords
Article history
- ReceivedUntil the next stage: 33 days
- RevisedUntil the next stage: 0 days
- AcceptedUntil the next stage: 2 days
- Published
Statements
Funding
How to cite
APA
IEEE
MLA
Chicago
Harvard
Vancouver
BibTeX
RIS
Licence
May be shared and adapted, provided appropriate credit is given. Copyright © 2026 Oleg Staroverov, Artur Mugatarov, Anastasia Sivtseva, Valeriy Wildemann.
Copyright
Authors are allowed to retain both the copyright and the publishing rights of their articles without restrictions.
Open Access Statement
Fracture and Structural Integrity (F&SI) is an open-access journal which means that all content is freely available without charge to the user or his/her institution. Users are allowed to read, download, copy, distribute, print, search, or link to the full texts of the articles in this journal without asking prior permission from the publisher or the author. This is in accordance with the DOAI definition of open access.
F&SI operates under the Creative Commons Licence Attribution 4.0 International (CC-BY 4.0). This allows to copy and redistribute the material in any medium or format, to remix, transform and build upon the material for any purpose, even commercially, but giving appropriate credit, providing a link to the license, and indicating if changes were made.
Similar articles
Most read articles by the same author(s)
- O.A. Staroverov, A.I. Mugatarov, A.S. Yankin, V.E. Wildemann, Description of Fatigue Sensitivity Curves and Transition to Critical States of Polymer Composites by Cumulative Distribution Functions , Fracture and Structural Integrity: Vol 17 No 63 (2023): January 2023
- Oleg Staroverov, Artur Mugatarov, Anastasia Sivtseva, Elena Strungar, Valeriy Wildemann, Aleksandr Elkin, Ivan Sergeichev, Fatigue behavior of pultruded fiberglass tubes under tension, compression and torsion , Fracture and Structural Integrity: Vol 18 No 69 (2024): July 2024
- Andrey Yankin, Anastasia Lykova, Artur Mugatarov, Valeriy Wildemann, Artem Ilinykh, Influence of additional static stresses on biaxial low-cycle fatigue of 2024 aluminum alloy , Fracture and Structural Integrity: Vol 16 No 62 (2022): October 2022
- Eugeniia Feklistova, Artur Mugatarov, Valeriy Wildemann, Anton Agishev, Fracture processes numerical modeling of elastic-brittle bodies with statistically distributed subregions strength values , Fracture and Structural Integrity: Vol 18 No 68 (2024): April 2024
- Andrey Yankin, Valerii Wildemann, Nikolai Belonogov, Oleg Staroverov , Influence of static mean stresses on the fatigue behavior of 2024 aluminum alloy under multiaxial loading , Fracture and Structural Integrity: Vol 14 No 51 (2020): January 2020
- Oleg Staroverov, Elena Strungar, Valery Wildemann, Evaluation of the survivability of CFRP honeycomb-cored panels in compression after impact tests , Fracture and Structural Integrity: Vol 15 No 56 (2021): April 2021
- Eugeniia Feklistova, Artur Mugatarov, Valeriy Wildemann, Numerical modeling of fracture processes of bodies with stress concentrators under conditions of proportional loading, taking into consideration the statistical distribution of ultimate strength and partial loss of load bearing capacity , Fracture and Structural Integrity: Vol 19 No 74 (2025): October 2025
- Eugeniia Feklistova, Artur Mugatarov, Valeriy Wildemann, Numerical study of the influence of the parameters of statistical distribution of the structural elements’ ultimate strength on deformable bodies’ fracture processes , Fracture and Structural Integrity: Vol 18 No 70 (2024): October 2024
- Oleg Staroverov, Anastasia Sivtseva, Artur Mugatarov, Sevastyan Koksharov, A novel approach to estimation of residual strength of laminated polymer composites under compression after impact , Fracture and Structural Integrity: Vol 19 No 74 (2025): October 2025