Exam Details
Subject | theory of fabric structures | |
Paper | ||
Exam / Course | me | |
Department | ||
Organization | Gujarat Technological University | |
Position | ||
Exam Date | May, 2017 | |
City, State | gujarat, ahmedabad |
Question Paper
1
Seat No.: Enrolment
GUJARAT TECHNOLOGICAL UNIVERSITY
ME SEMESTER II • EXAMINATION SUMMER 2017
Subject Code: 2722508 Date:25/05/2017
Subject Name: Theory of Fabric Structures
Time: 02:30 PM to 05:00 PM Total Marks: 70
Instructions:
1. Attempt all questions.
2. Make suitable assumptions wherever necessary.
3. Figures to the right indicate full marks.
Q.1
Derive an equation to find force required to bend the yarn in the form of elastica at the time of weaving.
11
In order to produce fabric faster, calculate the count of the weft yarn to be used if the picks per inch are to be reduced from 96 to 84 using 60s Ne yarn.
03
Q.2
A woven fabric has following particulars:
EPI 48 PPI 56 C1 4.5% C2 14%
Check whether jamming will occur when stretched in weft direction. Also find the extension% and contraction after stretching.
07
What are the principles of shear measurement using KES and FAST system? Compare two systems with reference to various parameters related to shear measurement.
07
OR
Write a short note on Stress-Strain characteristics of fabrics produced from yarns spun by different spinning system. Also write in short on fabric constraints on its constituent yarns.
07
Q.3
Write shortly on identifying local deformation phenomenon during woven fabric uniaxial tensile loading.
11
Using following details find crimp in warp direction after application of
EPI 48 PPI 60 C1 C2 11.0%
04
OR
Q.3
Derive equations for any three special cases based on the geometrical model of woven fabric as given by Peirce.
07
Derive an equation assuming race-tracked cross-section for the jammed fabric condition.
07
OR
Q.4
Derive an equation for cloth modulus for a fabric under the action of large load in biaxial direction neglecting the internal energy changes.
10
Find the crimp in warp yarn for a fabric having following details:
EPI 54 PPI 60 Ne1 40s Ne2 36s C2 5.62%
04
OR
Q.4
Write on theory of simple buckling. Also provide equations of forces acting in simple buckling of fabric considering it as an elastic material.
07
Write a short note on drape as a physical and measurable quantity.
07
Q.5
Derive an equation for Poisson Ratio for the fabric with reference to geometric changes during the extension of cloth.
10
Determine the square sett of a fabric having 90% of maximum cover factor value for a 5 thread weft satin fabric woven with 50s Ne cotton yarn.
04
OR
Q.5
Derive an equation for total strain energy required for uniaxial loading of set cloth considering internal energy changes.
14
Seat No.: Enrolment
GUJARAT TECHNOLOGICAL UNIVERSITY
ME SEMESTER II • EXAMINATION SUMMER 2017
Subject Code: 2722508 Date:25/05/2017
Subject Name: Theory of Fabric Structures
Time: 02:30 PM to 05:00 PM Total Marks: 70
Instructions:
1. Attempt all questions.
2. Make suitable assumptions wherever necessary.
3. Figures to the right indicate full marks.
Q.1
Derive an equation to find force required to bend the yarn in the form of elastica at the time of weaving.
11
In order to produce fabric faster, calculate the count of the weft yarn to be used if the picks per inch are to be reduced from 96 to 84 using 60s Ne yarn.
03
Q.2
A woven fabric has following particulars:
EPI 48 PPI 56 C1 4.5% C2 14%
Check whether jamming will occur when stretched in weft direction. Also find the extension% and contraction after stretching.
07
What are the principles of shear measurement using KES and FAST system? Compare two systems with reference to various parameters related to shear measurement.
07
OR
Write a short note on Stress-Strain characteristics of fabrics produced from yarns spun by different spinning system. Also write in short on fabric constraints on its constituent yarns.
07
Q.3
Write shortly on identifying local deformation phenomenon during woven fabric uniaxial tensile loading.
11
Using following details find crimp in warp direction after application of
EPI 48 PPI 60 C1 C2 11.0%
04
OR
Q.3
Derive equations for any three special cases based on the geometrical model of woven fabric as given by Peirce.
07
Derive an equation assuming race-tracked cross-section for the jammed fabric condition.
07
OR
Q.4
Derive an equation for cloth modulus for a fabric under the action of large load in biaxial direction neglecting the internal energy changes.
10
Find the crimp in warp yarn for a fabric having following details:
EPI 54 PPI 60 Ne1 40s Ne2 36s C2 5.62%
04
OR
Q.4
Write on theory of simple buckling. Also provide equations of forces acting in simple buckling of fabric considering it as an elastic material.
07
Write a short note on drape as a physical and measurable quantity.
07
Q.5
Derive an equation for Poisson Ratio for the fabric with reference to geometric changes during the extension of cloth.
10
Determine the square sett of a fabric having 90% of maximum cover factor value for a 5 thread weft satin fabric woven with 50s Ne cotton yarn.
04
OR
Q.5
Derive an equation for total strain energy required for uniaxial loading of set cloth considering internal energy changes.
14
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