Modeling the mechanics of a medical compression stocking through its components behavior: Part 1 – modeling at the yarn scale
Source abstract
Abstract
The goal of this article is to propose practical and scientific explanations about the mechanics of compression by the medical compression stocking (MCS) to the phlebologist and angiologist societies. The first part presents the principle of pressure generated by the MCS. We explain how the surface of MCS fabric is structured from the yarn scale and how each component of the yarn contributes to generate the desired compression. The second part is dedicated to the mechanical behavior modeling of the covered yarn, which is the main yarn component of the elastic knitted fabric of the MCS. The structure analysis shows that the properties of the inlaid yarns reflect significantly the global behavior of the fabric. Therefore, by characterizing the elastic properties of the inlaid yarn, it is possible to predict the mechanical behavior of the entire MCS fabric. We suggest a few approaches to model the covered elastic yarns used in different types of products. The third part describes an identification procedure aiming to calculate the unknown parameters of the mathematical models with the yarn elongation curves. The principle is to divide the general model into several sub-models in order to avoid considering simultaneously a great number of parameters in the identification procedure. The last part presents a set of identification results that compare measured values with simulated data. With a reliable model of the elastic yarns, an efficient strategy can be conducted to define the proper inlaid yarn (for the MCS construction), aiming to treat efficiently vein diseases at different stages according to medical prescription and the patient’s need.
Source: crossref · Quality: baseline
Research context
OpenAlex topics: Body Contouring and Surgery · Diagnosis and Treatment of Venous Diseases · Textile materials and evaluations
SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.
Affiliations
Univ. Lille Nord de France, France
ENSAIT, GEMTEX, France
GANZONI France, France
References (18)
Show source-provided references
1. Uhl JF · Phlébologie · 2008 · 61 · 29
2. 10.1055/s-0037-162219110.1055/s-0037-1622191 ↗
3. AFNOR-NFG-30-102b. Détermination de la pression de contention. Articles de bonneterie, 1986.
4. RAL-GZG 387. Deutsches Institut für Gütesicherung und Kennzeichnung, E.V. Institut allemand pour la santé, la qualité et la labellisation, 2008.
5. CEN TC 205 WG2 N179. European Committee for Standardization.
6. Gaied I. Contribution à l’étude de la contention: approche bidimensionnelle, identification du comportement bi-axial en grandes déformations des tricots élastomériques . PhD Thesis 349TD 2004, ENS Mines, St Etienne.
7. Uhl JF · Phlébologie · 2005 · 2 · 131
8. 10.1016/j.jbiomech.2005.10.02210.1016/j.jbiomech.2005.10.022 ↗
9. 10.1177/00405175010710100710.1177/004051750107101007 ↗
10. 10.1177/00405175020720111210.1177/004051750207201112 ↗
11. Partsch H · Dermatol Surg · 2008 · 34 · 600
12. Serwatka A · Fibr Textil East Eur · 2007 · 15 · 60
13. Lun B. Contribution à la caractérisation et à la modélisation des bas médicaux de compression . PhD Thesis, Centre d’Automatique, Université des Sciences et Technologies de Lille, France, 2009, pp.1–209.
14. Bruniaux P. Modélisation, identification et simulation des structures textiles . Full professor's qualification # H395, Université des Sciences et technologies de Lille 1, 2003.
15. Bruniaux P. Approche multi-modèle de la caractérisation des structures textiles. Editions Universitaires Européennes 2011; 1–99.
16. Ngo Ngoc C. Modélisation non linéaire et simulation des matériaux souples textiles . PhD Thesis H395, ENSAIT – USTL, 2003.
17. Besson J and Cailleteau G. La mécanique non linéaire des matériaux . Editions Hermès: Villeneuve d’Ascq, 2001.
18. Kacem I. Contribution à la modélisation des structures textiles enduits . Rapport de recherches DEA, ENSAIT – UST de Lille 1, 2000.