Applied Sciences
OPEN ACCESS
DYNAMICS OF MOISTURE ABSORPTION IN MOVING THREADS
DOI
Crossref DOI
10.37547/tajas/Volume06Issue12-05
tajas
2024
VOL. 6
/ NO. 12
DECEMBER
RESEARCH OVERVIEW
Abstract
This article explores mathematical models developed to describe the moisture absorption process in moving threads. The models incorporate variables such as yarn density, structure, temperature, and ambient humidity. The study analyzes modern approaches and potential improvements in prediction accuracy. Special focus is given to the dynamic aspects of moisture absorption, which play a crucial role in producing fabrics with advanced technical properties.
RESEARCH TOPICS
Keywords
Mathematical modeling
moisture absorption
moving yarns
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References
- Pezzin, A. (2015). Thermo-physiological Comfort MODELLING of Fabrics and Garments. Depositphologale.
- Andonova, S., & Baeva, S. (2020). Application of a mathematical model of the thermo-mechanical melting process. Fibers and Textiles.
- Issakhov, A. (2016). Mathematical modeling of Heat and Mass transfer. Applied Mathematical Modeling.
- Slater, K. (1977). Comfort properties of Textiles. Textile Progress.
- Kasimov, A. (2022). Mathematical modeling of Terry tissues. Texas A&M Journal of Engineering and Technology.
- Bivainytė, A., & Mikučionienė, D. (2011). Dynamic Water absorption in double-layered Fabrics. Fibers and Textiles in Eastern Europe.
- Das, B., & Kothari, V. (2007). Evaluation Methods and Mathematical MODELLING. Autex Research Journal.
- Wu, H. (2009). Mathematical modeling of Transient Transportation phenomena. University of Waterloo.
- Ghali, K., and Ghaddar, N. (2002). Empirical evolution of convective transport. ASME Journal of Heat Transfer.
- Têtu, A., & Kramer, M. (2018). Physical and mathematical modeling of moisture transfer. Energies.