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About me

About Me

questionsoftextileblog
know textile


Welcome to my blog! My name is Amarjeet Kumar.

The content provided on this website (https://questionsoftextileblog.blogspot.com/) is for educational and informational purposes only. The aim of this blog is to provide readers with accurate and up-to-date information related to textile. Seeing the lack of online textile content, this site has been created in which it has been tried that people can easily read about textile. We aim to provide information that is easily understandable and accessible to everyone.


As a textile engineering student, I realized that there was a significant lack of online resources available for those interested in this field. This inspired me to start this blog, where I could share my knowledge and insights with others who are passionate about textile.


Here on my blog, you'll find a wealth of information about textile engineering. From lab reports to important questions, I cover a wide range of topics that are relevant to both students and professionals in the industry. I strive to provide accurate and up-to-date information, and I take great care in researching and fact-checking all of my content.


My goal is to make textile engineering accessible to everyone, regardless of their background or level of expertise. I believe that everyone should have access to high-quality educational resources, and I hope that my blog can help fill the gap in online textile content.


Thank you for visiting my blog, and I hope that you find my content informative and useful. If you have any questions or comments, please don't hesitate to reach out to me at yourhelp37@gmail.com. I would love to hear from you!

Popular posts from this blog

Singeing Process

Singeing Process Introduction Objectives and Advantages of Singeing Types of Singeing Machines Plate Singeing Machine Rotary-Cylinder Singeing Machine Gas Singeing Machine Parameters for Gas Singeing Machines Condition for GAS singeing Test for the effectiveness of the singeing process questionsoftextileblog know textile Introduction: The term "singe" refers to the act of superficially burning a material. In the textile industry, singeing is used to remove: Loose fibers that are not firmly bound to the yarn or fabric structure. Loose yarns that are not firmly bound to the fabric structure. Protruding fiber ends that stick out of the textile yarns or fabrics. ...
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What is crimp? How crimp in yarns influences different fabric properties?

  Crimp Effects on Fabric Properties What is crimp? How crimp in yarns influences different fabric properties? questionsoftextileblog know textile Crimp is the waviness or curvature of individual fibers or yarns in a fabric. It is a measure of the amount of bend and curvature that is present in a fiber or yarn.  In textiles, crimp affects the following fabric properties: Tensile Strength : Crimp can improve the tensile strength of a yarn by allowing it to resist stretching more effectively. This is because crimp provides additional cross-sectional area for fibers to interlock and resist forces applied to the yarn. Elasticity : Crimp can also affect the elasticity of a fabric. Yarns with more crimp will generally be more elastic, as they can recover their original shape more easily after being stretched. Drapability : Crimp can also influence the drapability of a fabric. A fabric with a high level of crimp will tend to drape more easily, while a fabric with a low level of crimp...
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Proved that mean pore diameter of nonwoven fabric dp is independent of fibre diameter d and dependent on fibre length l.

Assume all fibers were randomly deposited in an elementary plane then prove that the mean pore diameter of the nonwoven fabric  d p  is independent of fiber diameter and dependent on fiber length l. Fig: randomly oriented fibres questionsoftextileblog Know textile Let the fibers be distributed randomly in an elementary plan of unit area and the probability of n fibers that present per unit area is given by Poisson distribution P(n) = e -c * c n / n!    ,  where c is total projected area fibres per unit area of the plane (total coverage). Evendently, c=nld,  where  l= fibre lingth and d=fibre width (diameter) The fraction of area covered by one fibre is: P(0) = e -c = ξ        -----------(i) Clearly, (1-ξ ) is the fraction of the unit area covered by fibres. The total area A c  occupied by all fibres croosing per unit area of the plane is: A c = ∑ n=2 n→∝ (n-1)P(n) = ∑ n=2 n→∝ (n-1) e -c * c n / n! = e -c [ c 2 / 2! ...
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