Research Article
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Linear Model Equation for Prediction and Evaluation of Surface Roughness of Plain-Woven Fabric

Year 2023, Volume: 33 Issue: 1, 88 - 94, 31.03.2023
https://doi.org/10.32710/tekstilvekonfeksiyon.1026926

Abstract

Nowadays, evaluating fabric touch can be a great interest of industries to match the quality needs of consumers and parameters for the manufacturing process. Modeling helps to determine how structural parameters of fabric affect the surface of a fabric and also identify the way they influence fabric properties. Moreover, it helps estimate and evaluates without the complexity and time-consuming experimental procedures. In this research paper, the linear regression model was developed that was utilized for the prediction and evaluation of surface roughness of plain-woven fabric. The model was developed based on nine different half-bleached plain-woven fabrics with three weft Yarn counts 42 tex, 29.5 tex & 14.76 tex, and three weft thread densities (18 picks per c, 21ppc & 24 picks per c) and then the surface roughness of plain-woven fabric was tested by using Kawabata (KES-FB4) testing instrument. The findings reveal that the effects of count and density on the roughness of plain-woven fabric were found statistically significant at the confidence interval of 95%. The weft yarn count has a positive correlation with surface roughness values of plain-woven fabrics. On the other hand, pick density has a negative correlation with the surface roughness values of plain-woven fabrics. The correlation between measured surface roughness by KES-FB4 and calculated surface roughness by the model equation show how they are strongly correlated at 95% (R² of 0.97).

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Project Number

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References

  • Ashdown, S., Improving body movement comfort in apparel, in Improving comfort in clothing. 2011, Elsevier. p. 278-302.
  • Roy Choudhury, A.K., P.K. Majumdar, and C. Datta, 1 - Factors affecting comfort: human physiology and the role of clothing, in Improving Comfort in Clothing, G. Song, Editor. 2011, Woodhead Publishing. p. 3-60.
  • Pense-Lheritier, A.-M., et al., Sensory evaluation of the touch of a great number of fabrics. Food quality and preference, 2006. 17(6): p. 482-488.
  • Atalie, D. and G.K. Rotich, Impact of cotton parameters on sensorial comfort of woven fabrics. Research Journal of Textile and Apparel, 2020. 24(3): p. 281-302.
  • Akgun, M., The effect of fabric balance and fabric cover on surface roughness of polyester fabrics. Fibers and Polymers, 2013. 14(8): p. 1372-1377.
  • Mao, N., Y. Wang, and J. Qu. Smoothness and roughness: Characteristics of fabric-to-fabric self-friction properties. in The Proceedings of 90th Textile Institute World Conference. 2016. The Textile Institute.
  • Akgun, M., B. Becerir, and H.R. Alpay, The effect of fabric constructional parameters on percentage reflectance and surface roughness of polyester fabrics. Textile Research Journal, 2012. 82(7): p. 700-707.
  • Classen, E., 3 - Comfort testing of textiles, in Advanced Characterization and Testing of Textiles, P. Dolez, O. Vermeersch, and V. Izquierdo, Editors. 2018, Woodhead Publishing. p. 59-69.
  • Beyene, K.A. and S. Gebeyaw, The effects of yarn and fabric structural parameters on surface friction of plain-woven fabrics. Research Journal of Textile and Apparel, 2021. 25(.4): p. 210-218.
  • Beyene, K.A. and V. Sampath, Modeling Surface Roughness for prediction and evaluation of Bed-Sheet woven Fabric. CTA-2019, 2019: p. 42.
  • Beyene, K. A., Mengie, W., & Korra, C. G., Effects of weft count and weft density on the surface roughness of 3/1 (Z) twill woven fabric. Research Journal of Textile and Apparel, ahead-of-print(ahead-of-print). https://doi.org/10.1108/RJTA-08-2021-0104
  • Beyene, K. A., & Kumelachew, D. M., An investigation of the effects of weave types on surface roughness of woven fabric. Textile Research Journal, 2022. 92(14-15).
  • Beyene KA. Comparative study of linear and quadratic model equations for prediction and evaluation of surface roughness of a plain-woven fabric. Research Journal of Textile and Apparel. 2022 Feb 22.
  • Beyene KA, Korra CG. Modeling for the Prediction and Evaluation of the Crimp Percentage of Plain Woven Fabric Based on Yarn Count and Thread Density. Tekstilec. 2022 Jan 1;65(1).
  • Kawabata, S. and M. Niwa, Objective Measurement of Fabric Mechanical Property And Quality. International Journal of Clothing Science and Technology, 1991. 3(1): p. 7-18.
  • Myers, R.H., et al., Response surface methodology: a retrospective and literature survey. Journal of quality technology, 2004. 36(1): p. 53-77.
  • Raissi, S. and R.-E. Farsani, Statistical process optimization through multi-response surface methodology. World Academy of Science, Engineering and Technology, 2009. 51(46): p. 267-271.
  • Normand, S.-L.T., Some old and some new statistical tools for outcomes research. Circulation, 2008. 118(8): p. 872-884.
  • Chihara, L., Introduction to Linear Regression Analysis. The American Mathematical Monthly, 2002. 109(7): p. 681.
  • Greenland, S., Valid p-values behave exactly as they should: Some misleading criticisms of p-values and their resolution with s-values. The American Statistician, 2019. 73(sup1): p. 106-114.
  • Becerir, B., M. Akgun, and H.R. Alpay, Effect of some yarn properties on surface roughness and friction behavior of woven structures. Textile Research Journal, 2016. 86(9): p. 975-989.
  • Kayseri, G.Ö., N. Özdil, and G.S. Mengüç, Sensorial comfort of textile materials. Woven fabrics, 2012: p. 235-66.
Year 2023, Volume: 33 Issue: 1, 88 - 94, 31.03.2023
https://doi.org/10.32710/tekstilvekonfeksiyon.1026926

Abstract

Project Number

NO

References

  • Ashdown, S., Improving body movement comfort in apparel, in Improving comfort in clothing. 2011, Elsevier. p. 278-302.
  • Roy Choudhury, A.K., P.K. Majumdar, and C. Datta, 1 - Factors affecting comfort: human physiology and the role of clothing, in Improving Comfort in Clothing, G. Song, Editor. 2011, Woodhead Publishing. p. 3-60.
  • Pense-Lheritier, A.-M., et al., Sensory evaluation of the touch of a great number of fabrics. Food quality and preference, 2006. 17(6): p. 482-488.
  • Atalie, D. and G.K. Rotich, Impact of cotton parameters on sensorial comfort of woven fabrics. Research Journal of Textile and Apparel, 2020. 24(3): p. 281-302.
  • Akgun, M., The effect of fabric balance and fabric cover on surface roughness of polyester fabrics. Fibers and Polymers, 2013. 14(8): p. 1372-1377.
  • Mao, N., Y. Wang, and J. Qu. Smoothness and roughness: Characteristics of fabric-to-fabric self-friction properties. in The Proceedings of 90th Textile Institute World Conference. 2016. The Textile Institute.
  • Akgun, M., B. Becerir, and H.R. Alpay, The effect of fabric constructional parameters on percentage reflectance and surface roughness of polyester fabrics. Textile Research Journal, 2012. 82(7): p. 700-707.
  • Classen, E., 3 - Comfort testing of textiles, in Advanced Characterization and Testing of Textiles, P. Dolez, O. Vermeersch, and V. Izquierdo, Editors. 2018, Woodhead Publishing. p. 59-69.
  • Beyene, K.A. and S. Gebeyaw, The effects of yarn and fabric structural parameters on surface friction of plain-woven fabrics. Research Journal of Textile and Apparel, 2021. 25(.4): p. 210-218.
  • Beyene, K.A. and V. Sampath, Modeling Surface Roughness for prediction and evaluation of Bed-Sheet woven Fabric. CTA-2019, 2019: p. 42.
  • Beyene, K. A., Mengie, W., & Korra, C. G., Effects of weft count and weft density on the surface roughness of 3/1 (Z) twill woven fabric. Research Journal of Textile and Apparel, ahead-of-print(ahead-of-print). https://doi.org/10.1108/RJTA-08-2021-0104
  • Beyene, K. A., & Kumelachew, D. M., An investigation of the effects of weave types on surface roughness of woven fabric. Textile Research Journal, 2022. 92(14-15).
  • Beyene KA. Comparative study of linear and quadratic model equations for prediction and evaluation of surface roughness of a plain-woven fabric. Research Journal of Textile and Apparel. 2022 Feb 22.
  • Beyene KA, Korra CG. Modeling for the Prediction and Evaluation of the Crimp Percentage of Plain Woven Fabric Based on Yarn Count and Thread Density. Tekstilec. 2022 Jan 1;65(1).
  • Kawabata, S. and M. Niwa, Objective Measurement of Fabric Mechanical Property And Quality. International Journal of Clothing Science and Technology, 1991. 3(1): p. 7-18.
  • Myers, R.H., et al., Response surface methodology: a retrospective and literature survey. Journal of quality technology, 2004. 36(1): p. 53-77.
  • Raissi, S. and R.-E. Farsani, Statistical process optimization through multi-response surface methodology. World Academy of Science, Engineering and Technology, 2009. 51(46): p. 267-271.
  • Normand, S.-L.T., Some old and some new statistical tools for outcomes research. Circulation, 2008. 118(8): p. 872-884.
  • Chihara, L., Introduction to Linear Regression Analysis. The American Mathematical Monthly, 2002. 109(7): p. 681.
  • Greenland, S., Valid p-values behave exactly as they should: Some misleading criticisms of p-values and their resolution with s-values. The American Statistician, 2019. 73(sup1): p. 106-114.
  • Becerir, B., M. Akgun, and H.R. Alpay, Effect of some yarn properties on surface roughness and friction behavior of woven structures. Textile Research Journal, 2016. 86(9): p. 975-989.
  • Kayseri, G.Ö., N. Özdil, and G.S. Mengüç, Sensorial comfort of textile materials. Woven fabrics, 2012: p. 235-66.
There are 22 citations in total.

Details

Primary Language English
Subjects Wearable Materials
Journal Section Articles
Authors

Kura Alemayehu Beyene 0000-0002-2293-5048

Nuredin Muhammed This is me 0000-0001-9335-3064

Project Number NO
Early Pub Date March 28, 2023
Publication Date March 31, 2023
Submission Date November 23, 2021
Acceptance Date December 13, 2022
Published in Issue Year 2023 Volume: 33 Issue: 1

Cite

APA Beyene, K. A., & Muhammed, N. (2023). Linear Model Equation for Prediction and Evaluation of Surface Roughness of Plain-Woven Fabric. Textile and Apparel, 33(1), 88-94. https://doi.org/10.32710/tekstilvekonfeksiyon.1026926

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