The peculiarities of new textile hand evaluation method
Source abstract
Abstract
The paper presents information concerning metrological and technical characteristics of KTU-Griff-Tester device, the optimization of its parameters and the cases of its application. It was defined that the behaviour of textile material during its extraction through a rounded hole depends upon its structure. Variations of geometrical shape of woven and knitted specimens can be described by mathematical expressions of shortened epicycloids and Cassini ovals. It is shown that waving process of disc shaped specimen can be predicted on the basis of the law of sine curve. The examples of textiles treatment with different types of commercial softeners are presented, herewith showing the suitability (sensitiveness) of the new device to detect the changes of textile hand. Meantime it is shown that the level of materials anisotropy can be decided on the basis of transformations of specimen’s geometrical shape.
Source: openaire · Quality: candidate unverified · Source record ↗
Research context
OpenAlex topics: Textile materials and evaluations · Optical measurement and interference techniques · Industrial Vision Systems and Defect Detection
SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.
References (19)
Show source-provided references
1. D. P. Bishop,J. Text. Ins.,3, 1 (1996).
2. D. Grinevičiūtė and M. Gutauskas, “Proc. of the Conf. Garments Technologies and Design, Kaunas”, pp.53–61, 2003.
3. S. Kawabata, “The Standardization and Analysis of Hand Evaluation”, 2nd ed., The Textile Machinery Society of Japan, Osaka, 1980.
4. V. L. Alley,U.S. Patent, 4103550 (1978).
5. G. Grover, M. A. Sultan, and S. M. Spivak,J. Text. Ins.,3, 486 (1993).10.1080/00405009308658980 ↗
6. O. J. Kim and B. L. Slaten,Text. Res. J.,1, 59 (1999).10.1177/004051759906900110 ↗
7. L. Henrich and A. Seidel,Maschen-Industrie,7, 46 (1999).
8. A. Seidel,Melliand Textilberichte,6, 491 (2001).
9. G. Martišitūtė and M. Gutauskas,LT Patent, 5050 (2001).
10. E. Strazdienė, L. Papreckienė, and M. Gutauskas, “Proc. of 6th Dresden Textile Conference”, pp.1–8, 2002.
11. E. Strazdienė and M. Gutauskas,Text. Res. J.,6, 530 (2003).10.1177/004051750307300611 ↗
12. G. Martišitūtė and M. Gutauskas,Material Science,3, 186 (2001).
13. V. Daukantienė and M. Gutauskas,Material Science,6, 299 (2002).
14. E. Strazdienė, V. Daukantienė, and M. Gutauskas,Material Science,3, 262 (2003).
15. V. Daukantienė, E. Zmailaitė, and M. Gutauskas,Indian Journal of Fiber and Textile Research,2, 200 (2005).
16. V. Daukantienė, L. Papreckienė, and M. Gutauskas,Fibres and Textiles in Eastern Europe,2, 38 (2003).
17. E. Strazdienė, G. Martišitūtė, M. Gutauskas, and L. Papreckienė,J. Text. Ins.,3/4, 245 (2003).10.1080/00405000308630613 ↗
18. M. Vygodsky, “Manual of High Mathematics”, p.870, 1963.
19. A. A. Savelov, “Plain Curves”, p.293, 1960.