Review of Advances in Numerical Simulation of Concrete under Low-Temperature Conditions

Authors

  • Junting He

DOI:

https://doi.org/10.54097/rs841t81

Keywords:

Numerical simulation, Concrete, Overview, Low-Temperature.

Abstract

 In recent years, concrete has continued to be widely used as a core material in construction and infrastructure projects globally. With the continuous advancement of construction technology and materials science, there are increasing demands on the mechanical properties of concrete structures, including their performance under low-temperature conditions. However, traditional experimental methods are limited by time and cost constraints, making it difficult to fully reveal the behavior of concrete under low-temperature conditions. Moreover, early numerical simulations can provide critical insights to ensure the safety of concrete structures in such environments. As a result, research on the mechanical behavior of concrete under low-temperature conditions, based on digital simulation technologies, has become a forefront topic in this field. With the enhancement of computational capabilities and the refinement of numerical methods, significant progress has been made in digital simulation techniques for concrete mechanics. Advanced simulation methods, such as the finite element method, discrete element method, finite difference method, and boundary element method, have become central to improving the reliability of simulation results through more precise models and efficient computational approaches. Against this backdrop, the review "Review of Advances in Numerical Simulation of Concrete under Low-Temperature Conditions" has emerged, summarizing the latest advancements in digital simulation techniques for studying the mechanical behavior of concrete under low temperatures, analyzing current challenges, and exploring future directions. This review aims to provide researchers with a comprehensive reference framework, fostering further development in the field of concrete mechanics.

Downloads

Download data is not yet available.

References

[1] Zad, N., & Melhem, H. (2023). Modeling Plastic Damage of Reinforced Concrete in Finite-Element Applications. Practice Periodical on Structural Design and Construction. Retrieved from https://ascelibrary.org.

[2] Liguori, F. S., Corrado, A., Bilotta, A., & Madeo, A. (2023). An efficient elastoplastic model for the analysis of reinforced concrete shells. Procedia Structural Integrity Elsevier.

[3] Nóbrega, A. C. S. L., Queiroz Junior, C. C. de, Souza, W. R. M. de, Cabral, K. C., & Martinelli, A. E. (2024). Computational modeling for structural element analysis using cement composites in 3D printing. The International Journal of Advanced Manufacturing Technol, Springer.

[4] Nour, A., Massicotte, B., Yildiz, E., & Koval, V. (2007). Finite element modeling of concrete structures reinforced with internal and external fibre-reinforced polymers. Canadian Journal of Civil Engineering. Retrieved from https://doi.org/10.1139/l06-140

[5] Kononchuk, O., Iasnii, V., & Lutsyk, N. (2022). Prediction of reinforced concrete structures behavior using finite element method. Procedia Structural Integrity.

[6] Widodo, S., Nugroho, M. S., & Gao, Z. (2023). Discrete Element Method Approach to Simulate Cracks in Four-Point Flexural Test. UKaRsT.

[7] Gao, Y., Cheng, Y., & Chen, J. (2023). Experimental Study and 3-D Meso-Scale Discrete Element Modeling on the Compressive Behavior of Foamed Concrete. Buildings.

[8] Tanzi, B. N. R., Birck, G., Sobczyk, M., Iturrioz, I., & Lacidogna, G. (2023). Truss-like Discrete Element Method Applied to Damage Process Simulation in Quasi-Brittle Materials. Applied Sciences.

[9] Xu, J., Ye, J., Sun, J., & Bian, X. (2023). Discrete-element method modelling of structural clay. Proceedings of the Institution of Civil Engineers-Geotechnical

[10] Marooden, S., & Rahimi, H. (2022). Discrete-element modelling of concrete behaviour under uniaxial compressive test. Proceedings of the Institution of Civil Engineers - Engineering and Computational Mechanics, 175(2), 72-82.

[11] Abdelhady, A. U., & Rashed, Y. F. (2018). A practical boundary element analysis of slab-beam floor type. Engineering Analysis with Boundary Elements, 97, 23-38. https://doi.org/10.1016/j.enganabound.2018.09.006

[12] Oliveira, H. L., Chateauneuf, A., & Leonel, E. D. (2019). Probabilistic mechanical modelling of concrete creep based on the boundary element method. Advances in Structural Engineering.

[13] Saleh, A. L., & Aliabadi, M. H. (1995). Crack growth analysis in concrete using boundary element method. Engineering Fracture Mechanics.

[14] Beaurepaire, P., Cordeiro, S. F., Leonel, E., & Chateauneuf, A. (2017). Bayesian model updating and boundary element method applied to concrete fracture testing. CFM 2017-23ème Congrès Français de Mécanique.

[15] Zamen, S., & Dehghan-Niri, E. (2020). Fractal analysis of nonlinear ultrasonic waves in phase-space domain as a quantitative method for damage assessment of concrete structures. NDT & E International, 111, 102235.

[16] Liu, Z., Wang, Y., Wang, J., Liu, C., Jiang, J., & Li, H. (2022). Experiment and simulation of chloride ion transport and binding in concrete under the coupling of diffusion and convection. Journal of Building Engineering, 45, 103610.

[17] Li, G., Tan, K. H., Fung, T. C., Yu, Q. J., & May, M. (2021). A coupled dynamic cohesive zone model for FRP-concrete mixed-mode separation. Composite Structures.

[18] Chen, B., Yu, H., Zhang, J., Ma, H., & Tian, F. (2022). Effects of the embedding of cohesive zone model on the mesoscopic fracture behavior of concrete: A case study of uniaxial tension and compression tests. Engineering Failure Analysis.

[19] Wu, Y., Zhou, Z., Yang, Q., & Chen, W. (2010). On shear bond strength of FRP-concrete structures. Engineering Structures, 32(3), 897-905.

[20] Jie Xie, Xuehan Wang, & Yang Liu. (2023).Numerical Analysis of the Bond Performance Between CFRP Bars and Concrete Under Polar Low Temperatures. Journal of Harbin Institute of Technology, 1-15.

[21] Xu, S. (2020). Discrete element analysis of freeze-thaw mechanism in cement concrete (Master’s thesis, Dalian University of Technology).

[22] Ju, H., & Chen, G. (2008). Numerical simulation of crack propagation in concrete beams using a cohesive zone model. Journal of Zhengzhou University (Engineering Science), (03), 10-14.

Downloads

Published

26-12-2024

Issue

Section

Articles