Modeling thermophysiological comfort properties of ladies’ scarves using least squares approximation

A scarf is a social requirement in feminine clothing, and contributes to a sober appearance. It offers many thermophysiological comfort features. The aim in this work is to develop a mathematical model to predict air and water vapor permeability, thermal resistance, moisture management permeability, and pilling resistance in scarves, as a function of warp count, weft count ends per inch, picks per inch, and fabric weight in grams per square meter. Linear and quadratic mathematical models were fitted using the least squares approximation technique. Error analysis of both models showed that quadratic models behave better for air and water vapor permeability, thermal resistance, and moisture management. However, for pilling resistance, the linear model is found to be better.

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Publication Details

Journal
Textile Research Journal
Published
2024-11-28
DOI
https://doi.org/10.1177/00405175241291209
Primary Topic
Textile materials and evaluations
Type
article
Field-Weighted Citation Impact
0.00

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article

Modeling thermophysiological comfort properties of ladies’ scarves using least squares approximation

Muhammad Qamar Khan, Muhammad Umar, Umber Sheikh, Rabia Nazar et al.
Textile Research Journal
Textile materials and evaluations
article

Modeling thermophysiological comfort properties of ladies’ scarves using least squares approximation

Muhammad Qamar Khan, Muhammad Umar, Umber Sheikh, Rabia Nazar, Faiza Jan Iftikhar, Hifza Nawaz, M. Naeem
article en

Abstract

A scarf is a social requirement in feminine clothing, and contributes to a sober appearance. It offers many thermophysiological comfort features. The aim in this work is to develop a mathematical model to predict air and water vapor permeability, thermal resistance, moisture management permeability, and pilling resistance in scarves, as a function of warp count, weft count ends per inch, picks per inch, and fabric weight in grams per square meter. Linear and quadratic mathematical models were fitted using the least squares approximation technique. Error analysis of both models showed that quadratic models behave better for air and water vapor permeability, thermal resistance, and moisture management. However, for pilling resistance, the linear model is found to be better.

Textile Research JournalVol. 95(11-12)
University of Manchester (GB), University of Okara (PK), National Textile University (PK), University of Education (PK)
Engineering and Physical Sciences Research Council
Openalex Percentile: Top 83%
Textile materials and evaluations
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