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International Journal of Science and Research (IJSR) 
ISSN (Online): 2319-7064 
Impact Factor (2012): 3.358 
Effect of Stitch Length on Physical and Mechanical 
Properties of Single Jersey Cotton Knitted Fabric 
Elias Khalil1, Md. Solaiman2 
1World University of Bangladesh, Department of Textile Engineering, 151/8 Green Road, Dhaka-1205, Bangladesh 
Abstract: The physical and mechanical properties of knitted fabric can be changed due to use of various count of yarn, type of yarn 
(ring, rotor, and compact), quality of yarn, stitch length / loop length, structural geometry, fiber composition of yarn etc. This study 
focused on the various stitch length effect of grey single jersey. With an increase in stitch length, the dimensional properties like CPI, 
WPI, GSM, thickness & tightness factor will be decreased for all the structures; while comfort properties like air permeability & water 
absorbency will be increased. Again shrinkage & spirality will be decreased with increased stitch length at grey stage. Other properties 
such as bursting strength, abrasion resistance & pilling resistance improved with increased stitch length. Though all the tests for fabric 
properties were carried out for grey stage, there properties can considerably vary after further finishing of the fabrics. As finishing is 
mandatory for fabric production, so now-a-days, these kinds of tests are carried out after finishing stage & proper controlling is done 
according to desired quality. Sometimes, controlling of some properties of finished fabrics are beyond our trial. In that case, analysis of 
fabric properties at grey stage can help us to take various control & corrective actions when necessary. 
Keywords: Stitch Length, Physical Properties, Mechanical Properties, Single Jersey, Knitted Fabric. 
1. Introduction 
Knitting is a method by which thread or yarn is turned into 
cloth or other fine crafts. Knitted fabric consists of 
consecutive rows of loops, called stitches. As each row 
progresses, a new loop is pulled through an existing loop. 
The active stitches are held on a needle until another loop 
can be passed through them. This process eventually results 
in a final product, often a garment. [1] 
Knitted loop is a kink of yarn that is intermeshed at its base 
i.e. when intermeshed two kink of yarn is called a knitted 
loop. A knitted loop is a basic part of knitted fabric. [2] 
Technically a knitted loop consists of a needle loop & a 
sinker loop. The length of yarn knitted into one stitch in a 
weft knitted fabric. Stitch length is theoretically a single 
length of yarn which includes one needle loop & half the 
length if yarn (half a sinker loop) between that needle loop & 
the adjacent needle loops on either side of it. Generally 
larger the stitch length more elastic & lighter the fabric & 
poorer its cover opacity & bursting strength. Generally stitch 
length is expressed in mm (millimeter). In the fabrics, loop 
lengths combine in the form of course lengths & it is there 
that influences fabric dimensions & other properties like 
weight, density, shrinkage, spirality etc. Variations in course 
length between one garment & another can produce 
horizontal bareness & impair the appearance of the fabric. In 
the modern knitting machine, it needs to maintain a constant 
loop length at one feed & another on same machine is 
mandatory for continuing the constant loop length. Although 
a machine may be set to knit a specific stitch length, 
fluctuations in yarn or machine variable can affect yarn 
surface friction or yarn tension at the knitting point. As a 
result, the ratio of ‘robbed back’ to newly-drown yarn 
changes & alters the size of the knitted loop. [3] 
Effect of stitch length on knit fabric structure plays a vital 
role on its properties. What kind of properties of single 
jersey knit structure will be regulated by various stitch length 
is the measurement of our research. 
2. Materials and Methods 
2.1 Materials 
100% cotton fiber was taken as raw material to produce 30 
Ne carded Z twisted single ring yarn. MV4-3.2 single jersey 
knitting machine (Mayer & Cie, Germany) was used. Gauge 
and No. of feeder were 28E and 96 respectively. 
2.2 Methods 
Yarn from the same lot are placed in the creels carefully for 
knitting. After knitting the samples were dried in relaxed 
condition & then processed that includes conditioning of the 
fabrics at 65% relative humidity & 30°C ± 2°C. After 
relaxation, the following tests were carried out at 27°C± 2°C 
& 65% RH. 
2.2.1 Stitch Length determination 
By the help of HATRA coarse length tester, coarse length of 
different produced fabrics is measured. Coarse length = π × 
diameter of the machine × Gauge × Stitch length. So, Stitch 
Length = (coarse length)/ (π × diameter of the machine × 
Gauge). [4] 
2.2.2 Determination of WPI, CPI, Stitch density and 
loop 
Shape factor 
With the help of counting glass we measured WPI & CPI of 
various stitch length. We calculate stitch density & loop 
shape factor. [5] 
Stitch density = WPI × CPI 
Loop shape factor = CPI/WPI 
Volume 3 Issue 9, September 2014 
www.ijsr.net 
Paper ID: SEP14113 593 
Licensed Under Creative Commons Attribution CC BY
International Journal of Science and Research (IJSR) 
ISSN (Online): 2319-7064 
Impact Factor (2012): 3.358 
2.2.3 Determination of Fabric Weight (GSM) 
After relaxation & conditioning of knit fabric samples, GSM 
of samples were tested by taking test samples with the help 
of GSM cutter & weighting balance (electronic). [6] 
2.2.4 Determination of Fabric Thickness 
After relaxation & conditioning the tubular fabric was turned 
into open width form by slitting along the slit line measuring 
tape, the width of the fabric is measured for different stitch 
length containing samples. [7] 
2.2.5 Determination of spirality 
First cut a sample of (50cm×50cm) with the scissor. Then by 
the over lock sewing m/c the 4 ends of the cut fabric were 
sewn. After sewing, again by a scale mark (25cm×35cm) on 
the fabric & then sample washed with a standard soap 
solution (1g/l). After washing the sample was tumble dried at 
65°C± 15°C for 60 minutes. Then after cooling the sample 
tested with the shrinkage tester scale also the spirality was 
tested. Shrinkage was tested length wise & width wise along 
the mark of (35cm×35cm). And spirality was tested along 
sewing line alignment. (Distortion of the formation of 
Loops) [8] 
2.2.6 Determination of bursting strength 
Bursting strength of samples was measured by an automatic 
bursting strength tester. Samples are gradually set on the 
diaphragm, the automatic bursting strength tester, measures 
time, distortion, pressure & the flow rate to burst the fabric. 
For different samples we recovered there parameters. [9] 
2.2.7 Determination of Abrasion resistance 
The abrasion properly was tested with the help of Martindale 
abrasion tester. Each specimen of 38mm diameter are cut 
from the specimen holders with a circle of standard from 
behind the fabric being tested. The test specimen holders are 
mounted on the machine with the fabric under test next to 
the abrading and a pressure of 12 Kpa is applied through a 
spindle which is inserted through the top plate. After that a 
revaluation of 10000 cycles is operated & finally the samples 
are assumed. [10] 
2.2.8 Determination of pilling resistance 
For this test, each specimen is prepared at (125mm×125mm) 
and cut from the fabric. A seam allowance of 12mm is 
marked on the back of each square. The samples are then 
folded face to face & a seam is sewn on the marked line. 
Each specimen is turned inside out & 6mm cut off each end 
of it thus removing any sewing distortion. The fabric tabs 
made are then mounted on rubber tubes. So that the length of 
table showing at each end is the same. Each of the loose end 
is taped with PVC tape so that 6mm of the rubber tube is left 
exposed. All the specimens are then placed in 3 pilling 
boxes. All the specimens are then placed in 3 pilling boxes. 
The samples are then tumbled together in a cork – lined box. 
We used 8000 cycles of revaluations for the test. [11] 
After relaxation & conditioning the tubular fabric was turned 
into open width form by slitting along the slit line measuring 
tape, the width of the fabric is measured for different stitch 
length containing samples. [12] 
3. Result and discussion 
3.1 Effect on WPI, CPI, Stitch density and loop shape 
factor 
When stitch length increased, the WPI, CPI, stitch density, 
loop shape factor, decreased correspondingly. Table 1 for 
different stitch length in single jersey fabric represents the 
change of WPI, CPI, stitch density & loop shape. 
Table 1: Change of WPI, CPI, Stitch density and loop shape 
factor with different stitch length 
Obs. no Stitch 
length(mm) WPI CPI 
200 
150 
100 
50 
Volume 3 Issue 9, September 2014 
www.ijsr.net 
2.2.8 Determination of Fabric Width 
Licensed Under Creative Commons Attribution CC BY 
Stitch density 
(WPI × CPI) 
Loop shape 
factor 
01 2.50 30 62 1860 2.67 
02 2.60 29 59 1711 2.03 
03 2.70 28 57 1596 2.04 
04 2.74 28 56 1568 2.00 
05 2.78 27 54 1458 2.00 
06 2.85 25 51 1275 2.04 
07 3.05 21 46 966 2.19 
3.2 Effect on Fabric Weight (GSM) 
GSM depends on knit structure, yarn count & dimensional 
properties of knit fabrics. When fabrics density is more, 
fabrics weight is also more. From the figure 1 it is found 
that, fabric GSM decreases with the increased stitch. GSM 
can also vary for some yarn characteristics used in the 
formation of fabric. 
0 
2.5 2.6 2.7 2.74 2.78 2.85 3.05 
Stitch length (mm) 
GSM 
Figure 1: Change of GSM of fabric with stitch length 
3.3 Effect on Fabric Thickness 
Fabric thickness depends on loop shape, compactness of 
structure & relative closeness of the loops. 
Paper ID: SEP14113 594
International Journal of Science and Research (IJSR) 
ISSN (Online): 2319-7064 
Impact Factor (2012): 3.358 
Figure 2: Change of Fabric Thickness with stitch length 
From the figure 2 it is found that, fabric thickness decreases 
with the increased stitch length. Thickness can also vary for 
high yarn diameter, low yarn twist, less lateral compression 
force etc. 
3.4 Effect on Fabric Width (Open Width) 
Fabric width depends upon the bending property of loops, 
type of loops employed, yarn count, cylinder diameter etc. 
Figure 3: Change of width with stitch length 
From the figure 3 can see that with the increasing value of 
stitch length, fabric width is decreased. This is due to when 
stitch length increases the loop is less bent than the tension 
impose upon it. As a result after relaxation, the loops go to 
their flexible bent position without altering stitch length. 
7 
6 
5 
4 
3 
2 
1 
Volume 3 Issue 9, September 2014 
www.ijsr.net 
Licensed Under Creative Commons Attribution CC BY 
3.5 Change in Bursting Strength 
From the figure 4 we can see that if the stitch length 
increases, bursting strength is decreased. This is due to the 
fact that, when stich length is less, no. of loops per square 
inch is more. Therefore, the resistance towards the force is 
more in case of less stitch length of fabric 
Figure 4: Effect of stitch length on bursting strength 
3.6 Change in Abrasion Resistance 
The abrasive wear of a material depends on the construction 
of the yarn & the structure of the fabric. It was established 
that abrasion was less for higher density fabrics. This was 
because of the fact, when the density was more, more loops 
contributed to the wear & so its abrasion resistance 
increased. 
0 
2.5 2.6 2.7 2.74 2.78 2.85 3.04 
Stitch length (mm) 
Weight loss% 
Figure 5: Effect of stitch length on abrasion resistance 
From figure 5 it is seen that, Single jersey fabric showed 
higher abrasion loss% due to its soft nature on the surface. 
3.7 Effect on Pilling Resistance 
Table 2: Change of Pilling Resistance of fabric with stitch 
length 
Obs. no. Stitch Length(mm) Pilling Resistance (rating) 
1 2.50 1-2 
2 2.60 1-2 
3 2.70 1-2 
4 2.74 1 
5 2.78 1 
6 2.85 1 
7 3.05 1 
From table 2, it is seen that, as the stich length increased, the 
polling grade values decreased from higher to lower grade. 
Again, it has been seen that, pilling resistance is very low. 
3.8 Effect on Shrinkage 
Shrinkage is an inherent property of knit fabrics which can’t 
be prohibited, but for better quality, it must be controlled in a 
systematic way. After tumble drying & cooling of the fabric, 
shrinkage of this samples are measured both lengthwise & 
widthwise. 
Paper ID: SEP14113 595
International Journal of Science and Research (IJSR) 
ISSN (Online): 2319-7064 
Impact Factor (2012): 3.358 
Figure 6: Effect of stitch length on Shrinkage 
From figure 6 we can see that with the increase of stitch 
length, widthwise shrinkage is decreasing while lengthwise 
shrinkage is increasing. As the results are found in grey 
stage. So results are not compatible with the finished fabric. 
Because, after treatment shrinkage properties can remarkably 
be changed. 
Volume 3 Issue 9, September 2014 
www.ijsr.net 
Licensed Under Creative Commons Attribution CC BY 
3.9 Change in Spirality 
Spirality is the distortion of the place of loops where they 
formed. This is tested along with shrinkage test. It is also an 
inherent dimensional properties of knit fabrics, which is 
mostly found in single jersey fabrics. From figure 7 it is 
obvious that with the increase in stitch length, spirality is 
decreasing. 
Figure 7: Effect of stitch length on spirality 
4. Conclusion 
Stitch/Loop length is the fundamental unit which controls all 
the properties of weft knitted fabrics. Mainly stitch length & 
knit structure affects all the dimensional, comfort, handle & 
other properties. We only worked on single jersey, but stitch 
length also plays a great roll on other structures also. From 
the analysis, we can get idea about grey stage of knit fabrics 
, that source will show better performance for the summer 
inner wear & some for winter outwear . It can be decided 
that very low stitch length is not also good. For a uniform 
comfort, handle & tensile properties in the fabric moderate 
stitch length should be maintained, which in the long run 
also depends upon the quality, cost & profit of the industry. 
References 
[1] https://en.wikipedia.org/wiki/Knitting Retrieved on 20 
July 2014 
[2] S.A Belal, Understanding Textiles for a Merchandiser, 
BMN foundation Press, Dhaka, 2009. 
[3] N. Anbumani, Knitting Fundamentals, Machines, 
Structures and Developments, New Age International, 
India, 2007. 
[4] Munden, D. L. Hatra research, report no. 9, April-1959. 
[5] IS 1963: 1982, Methods for determination of threads 
per unit length in knitted fabrics, Bureau Of Indian 
Standards, New Delhi – 110002 
[6] ASTM D3776 / (2013), Standard Test Methods for 
Mass per Unit Area (Weight) of Fabric, American 
Society for Testing and Materials, West Conshohocken, 
PA, USA. 
[7] ASTM D1777 - 96(2011), Standard Test Method for 
Thickness of Textile Materials 
[8] AATCC Test Method 187-2013, Dimensional Changes 
of Fabrics: Accelerated, American Association of 
Textile Chemists and Colorists, Research Triangle 
Park, N.C., USA, Developed in 2000. 
[9] ASTM D3786 / 2013, Standard Test Method for 
Bursting Strength of Textile Fabrics, Diaphragm 
Bursting Strength Tester Method. 
[10] ISO 12947-1:1998 2010, Textiles -- Determination of 
the abrasion resistance of fabrics by the Martindale 
method -- Part 1: Martindale abrasion testing apparatus, 
Geneva, Switzerland 
[11] ASTM D4970 / (2010), Standard Test Method for 
Pilling Resistance and Other Related Surface Changes 
of Textile Fabrics: Martindale Tester. 
[12] ASTM D3774 - 96(2012), Standard Test Method for 
Width of Textile Fabric. 
Author Profile 
Elias Khalil received the B.S. degree in Textile 
Engineering from Bangladesh University of Textiles 
(BUTex) in 2011. During 2011-2013, he stayed in 
National Institute of Engineering and Technology 
(NIET) and Textile Industry. His concentration areas 
are Apparel Manufacturing, Etextiles, Geotextiles, Wet Processing, 
and Nanotechnology in textiles, Polymer, Application of Computer 
in Textiles. His M.Sc. in Textile Engineering is ongoing at BUTex 
and now working as a Co-coordinator  Lecturer in Department of 
Textile Engineering at World University of Bangladesh. 
Md. Solaiman received the B.S. degree in Textile 
Engineering from Bangladesh University of Textiles 
(BUTex) in 2007 and M.S from Mawlana Bhashani 
Science and Technology University. During 2007- 
2010, he stayed in Texeurope (BD) limited as a 
Production officer, Technical service executive at American  
Efird Bangladesh Limited. His concentration areas are weaving, 
knitting, Technical textiles, and Nanotechnology in textiles. 
Presently he is working as a Head (acting) of Department of Textile 
Engineering at World University of Bangladesh. 
Paper ID: SEP14113 596

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Effect of stitch length on physical and mechanical properties of single jersey cotton knitted fabric

  • 1. International Journal of Science and Research (IJSR) ISSN (Online): 2319-7064 Impact Factor (2012): 3.358 Effect of Stitch Length on Physical and Mechanical Properties of Single Jersey Cotton Knitted Fabric Elias Khalil1, Md. Solaiman2 1World University of Bangladesh, Department of Textile Engineering, 151/8 Green Road, Dhaka-1205, Bangladesh Abstract: The physical and mechanical properties of knitted fabric can be changed due to use of various count of yarn, type of yarn (ring, rotor, and compact), quality of yarn, stitch length / loop length, structural geometry, fiber composition of yarn etc. This study focused on the various stitch length effect of grey single jersey. With an increase in stitch length, the dimensional properties like CPI, WPI, GSM, thickness & tightness factor will be decreased for all the structures; while comfort properties like air permeability & water absorbency will be increased. Again shrinkage & spirality will be decreased with increased stitch length at grey stage. Other properties such as bursting strength, abrasion resistance & pilling resistance improved with increased stitch length. Though all the tests for fabric properties were carried out for grey stage, there properties can considerably vary after further finishing of the fabrics. As finishing is mandatory for fabric production, so now-a-days, these kinds of tests are carried out after finishing stage & proper controlling is done according to desired quality. Sometimes, controlling of some properties of finished fabrics are beyond our trial. In that case, analysis of fabric properties at grey stage can help us to take various control & corrective actions when necessary. Keywords: Stitch Length, Physical Properties, Mechanical Properties, Single Jersey, Knitted Fabric. 1. Introduction Knitting is a method by which thread or yarn is turned into cloth or other fine crafts. Knitted fabric consists of consecutive rows of loops, called stitches. As each row progresses, a new loop is pulled through an existing loop. The active stitches are held on a needle until another loop can be passed through them. This process eventually results in a final product, often a garment. [1] Knitted loop is a kink of yarn that is intermeshed at its base i.e. when intermeshed two kink of yarn is called a knitted loop. A knitted loop is a basic part of knitted fabric. [2] Technically a knitted loop consists of a needle loop & a sinker loop. The length of yarn knitted into one stitch in a weft knitted fabric. Stitch length is theoretically a single length of yarn which includes one needle loop & half the length if yarn (half a sinker loop) between that needle loop & the adjacent needle loops on either side of it. Generally larger the stitch length more elastic & lighter the fabric & poorer its cover opacity & bursting strength. Generally stitch length is expressed in mm (millimeter). In the fabrics, loop lengths combine in the form of course lengths & it is there that influences fabric dimensions & other properties like weight, density, shrinkage, spirality etc. Variations in course length between one garment & another can produce horizontal bareness & impair the appearance of the fabric. In the modern knitting machine, it needs to maintain a constant loop length at one feed & another on same machine is mandatory for continuing the constant loop length. Although a machine may be set to knit a specific stitch length, fluctuations in yarn or machine variable can affect yarn surface friction or yarn tension at the knitting point. As a result, the ratio of ‘robbed back’ to newly-drown yarn changes & alters the size of the knitted loop. [3] Effect of stitch length on knit fabric structure plays a vital role on its properties. What kind of properties of single jersey knit structure will be regulated by various stitch length is the measurement of our research. 2. Materials and Methods 2.1 Materials 100% cotton fiber was taken as raw material to produce 30 Ne carded Z twisted single ring yarn. MV4-3.2 single jersey knitting machine (Mayer & Cie, Germany) was used. Gauge and No. of feeder were 28E and 96 respectively. 2.2 Methods Yarn from the same lot are placed in the creels carefully for knitting. After knitting the samples were dried in relaxed condition & then processed that includes conditioning of the fabrics at 65% relative humidity & 30°C ± 2°C. After relaxation, the following tests were carried out at 27°C± 2°C & 65% RH. 2.2.1 Stitch Length determination By the help of HATRA coarse length tester, coarse length of different produced fabrics is measured. Coarse length = π × diameter of the machine × Gauge × Stitch length. So, Stitch Length = (coarse length)/ (π × diameter of the machine × Gauge). [4] 2.2.2 Determination of WPI, CPI, Stitch density and loop Shape factor With the help of counting glass we measured WPI & CPI of various stitch length. We calculate stitch density & loop shape factor. [5] Stitch density = WPI × CPI Loop shape factor = CPI/WPI Volume 3 Issue 9, September 2014 www.ijsr.net Paper ID: SEP14113 593 Licensed Under Creative Commons Attribution CC BY
  • 2. International Journal of Science and Research (IJSR) ISSN (Online): 2319-7064 Impact Factor (2012): 3.358 2.2.3 Determination of Fabric Weight (GSM) After relaxation & conditioning of knit fabric samples, GSM of samples were tested by taking test samples with the help of GSM cutter & weighting balance (electronic). [6] 2.2.4 Determination of Fabric Thickness After relaxation & conditioning the tubular fabric was turned into open width form by slitting along the slit line measuring tape, the width of the fabric is measured for different stitch length containing samples. [7] 2.2.5 Determination of spirality First cut a sample of (50cm×50cm) with the scissor. Then by the over lock sewing m/c the 4 ends of the cut fabric were sewn. After sewing, again by a scale mark (25cm×35cm) on the fabric & then sample washed with a standard soap solution (1g/l). After washing the sample was tumble dried at 65°C± 15°C for 60 minutes. Then after cooling the sample tested with the shrinkage tester scale also the spirality was tested. Shrinkage was tested length wise & width wise along the mark of (35cm×35cm). And spirality was tested along sewing line alignment. (Distortion of the formation of Loops) [8] 2.2.6 Determination of bursting strength Bursting strength of samples was measured by an automatic bursting strength tester. Samples are gradually set on the diaphragm, the automatic bursting strength tester, measures time, distortion, pressure & the flow rate to burst the fabric. For different samples we recovered there parameters. [9] 2.2.7 Determination of Abrasion resistance The abrasion properly was tested with the help of Martindale abrasion tester. Each specimen of 38mm diameter are cut from the specimen holders with a circle of standard from behind the fabric being tested. The test specimen holders are mounted on the machine with the fabric under test next to the abrading and a pressure of 12 Kpa is applied through a spindle which is inserted through the top plate. After that a revaluation of 10000 cycles is operated & finally the samples are assumed. [10] 2.2.8 Determination of pilling resistance For this test, each specimen is prepared at (125mm×125mm) and cut from the fabric. A seam allowance of 12mm is marked on the back of each square. The samples are then folded face to face & a seam is sewn on the marked line. Each specimen is turned inside out & 6mm cut off each end of it thus removing any sewing distortion. The fabric tabs made are then mounted on rubber tubes. So that the length of table showing at each end is the same. Each of the loose end is taped with PVC tape so that 6mm of the rubber tube is left exposed. All the specimens are then placed in 3 pilling boxes. All the specimens are then placed in 3 pilling boxes. The samples are then tumbled together in a cork – lined box. We used 8000 cycles of revaluations for the test. [11] After relaxation & conditioning the tubular fabric was turned into open width form by slitting along the slit line measuring tape, the width of the fabric is measured for different stitch length containing samples. [12] 3. Result and discussion 3.1 Effect on WPI, CPI, Stitch density and loop shape factor When stitch length increased, the WPI, CPI, stitch density, loop shape factor, decreased correspondingly. Table 1 for different stitch length in single jersey fabric represents the change of WPI, CPI, stitch density & loop shape. Table 1: Change of WPI, CPI, Stitch density and loop shape factor with different stitch length Obs. no Stitch length(mm) WPI CPI 200 150 100 50 Volume 3 Issue 9, September 2014 www.ijsr.net 2.2.8 Determination of Fabric Width Licensed Under Creative Commons Attribution CC BY Stitch density (WPI × CPI) Loop shape factor 01 2.50 30 62 1860 2.67 02 2.60 29 59 1711 2.03 03 2.70 28 57 1596 2.04 04 2.74 28 56 1568 2.00 05 2.78 27 54 1458 2.00 06 2.85 25 51 1275 2.04 07 3.05 21 46 966 2.19 3.2 Effect on Fabric Weight (GSM) GSM depends on knit structure, yarn count & dimensional properties of knit fabrics. When fabrics density is more, fabrics weight is also more. From the figure 1 it is found that, fabric GSM decreases with the increased stitch. GSM can also vary for some yarn characteristics used in the formation of fabric. 0 2.5 2.6 2.7 2.74 2.78 2.85 3.05 Stitch length (mm) GSM Figure 1: Change of GSM of fabric with stitch length 3.3 Effect on Fabric Thickness Fabric thickness depends on loop shape, compactness of structure & relative closeness of the loops. Paper ID: SEP14113 594
  • 3. International Journal of Science and Research (IJSR) ISSN (Online): 2319-7064 Impact Factor (2012): 3.358 Figure 2: Change of Fabric Thickness with stitch length From the figure 2 it is found that, fabric thickness decreases with the increased stitch length. Thickness can also vary for high yarn diameter, low yarn twist, less lateral compression force etc. 3.4 Effect on Fabric Width (Open Width) Fabric width depends upon the bending property of loops, type of loops employed, yarn count, cylinder diameter etc. Figure 3: Change of width with stitch length From the figure 3 can see that with the increasing value of stitch length, fabric width is decreased. This is due to when stitch length increases the loop is less bent than the tension impose upon it. As a result after relaxation, the loops go to their flexible bent position without altering stitch length. 7 6 5 4 3 2 1 Volume 3 Issue 9, September 2014 www.ijsr.net Licensed Under Creative Commons Attribution CC BY 3.5 Change in Bursting Strength From the figure 4 we can see that if the stitch length increases, bursting strength is decreased. This is due to the fact that, when stich length is less, no. of loops per square inch is more. Therefore, the resistance towards the force is more in case of less stitch length of fabric Figure 4: Effect of stitch length on bursting strength 3.6 Change in Abrasion Resistance The abrasive wear of a material depends on the construction of the yarn & the structure of the fabric. It was established that abrasion was less for higher density fabrics. This was because of the fact, when the density was more, more loops contributed to the wear & so its abrasion resistance increased. 0 2.5 2.6 2.7 2.74 2.78 2.85 3.04 Stitch length (mm) Weight loss% Figure 5: Effect of stitch length on abrasion resistance From figure 5 it is seen that, Single jersey fabric showed higher abrasion loss% due to its soft nature on the surface. 3.7 Effect on Pilling Resistance Table 2: Change of Pilling Resistance of fabric with stitch length Obs. no. Stitch Length(mm) Pilling Resistance (rating) 1 2.50 1-2 2 2.60 1-2 3 2.70 1-2 4 2.74 1 5 2.78 1 6 2.85 1 7 3.05 1 From table 2, it is seen that, as the stich length increased, the polling grade values decreased from higher to lower grade. Again, it has been seen that, pilling resistance is very low. 3.8 Effect on Shrinkage Shrinkage is an inherent property of knit fabrics which can’t be prohibited, but for better quality, it must be controlled in a systematic way. After tumble drying & cooling of the fabric, shrinkage of this samples are measured both lengthwise & widthwise. Paper ID: SEP14113 595
  • 4. International Journal of Science and Research (IJSR) ISSN (Online): 2319-7064 Impact Factor (2012): 3.358 Figure 6: Effect of stitch length on Shrinkage From figure 6 we can see that with the increase of stitch length, widthwise shrinkage is decreasing while lengthwise shrinkage is increasing. As the results are found in grey stage. So results are not compatible with the finished fabric. Because, after treatment shrinkage properties can remarkably be changed. Volume 3 Issue 9, September 2014 www.ijsr.net Licensed Under Creative Commons Attribution CC BY 3.9 Change in Spirality Spirality is the distortion of the place of loops where they formed. This is tested along with shrinkage test. It is also an inherent dimensional properties of knit fabrics, which is mostly found in single jersey fabrics. From figure 7 it is obvious that with the increase in stitch length, spirality is decreasing. Figure 7: Effect of stitch length on spirality 4. Conclusion Stitch/Loop length is the fundamental unit which controls all the properties of weft knitted fabrics. Mainly stitch length & knit structure affects all the dimensional, comfort, handle & other properties. We only worked on single jersey, but stitch length also plays a great roll on other structures also. From the analysis, we can get idea about grey stage of knit fabrics , that source will show better performance for the summer inner wear & some for winter outwear . It can be decided that very low stitch length is not also good. For a uniform comfort, handle & tensile properties in the fabric moderate stitch length should be maintained, which in the long run also depends upon the quality, cost & profit of the industry. References [1] https://en.wikipedia.org/wiki/Knitting Retrieved on 20 July 2014 [2] S.A Belal, Understanding Textiles for a Merchandiser, BMN foundation Press, Dhaka, 2009. [3] N. Anbumani, Knitting Fundamentals, Machines, Structures and Developments, New Age International, India, 2007. [4] Munden, D. L. Hatra research, report no. 9, April-1959. [5] IS 1963: 1982, Methods for determination of threads per unit length in knitted fabrics, Bureau Of Indian Standards, New Delhi – 110002 [6] ASTM D3776 / (2013), Standard Test Methods for Mass per Unit Area (Weight) of Fabric, American Society for Testing and Materials, West Conshohocken, PA, USA. [7] ASTM D1777 - 96(2011), Standard Test Method for Thickness of Textile Materials [8] AATCC Test Method 187-2013, Dimensional Changes of Fabrics: Accelerated, American Association of Textile Chemists and Colorists, Research Triangle Park, N.C., USA, Developed in 2000. [9] ASTM D3786 / 2013, Standard Test Method for Bursting Strength of Textile Fabrics, Diaphragm Bursting Strength Tester Method. [10] ISO 12947-1:1998 2010, Textiles -- Determination of the abrasion resistance of fabrics by the Martindale method -- Part 1: Martindale abrasion testing apparatus, Geneva, Switzerland [11] ASTM D4970 / (2010), Standard Test Method for Pilling Resistance and Other Related Surface Changes of Textile Fabrics: Martindale Tester. [12] ASTM D3774 - 96(2012), Standard Test Method for Width of Textile Fabric. Author Profile Elias Khalil received the B.S. degree in Textile Engineering from Bangladesh University of Textiles (BUTex) in 2011. During 2011-2013, he stayed in National Institute of Engineering and Technology (NIET) and Textile Industry. His concentration areas are Apparel Manufacturing, Etextiles, Geotextiles, Wet Processing, and Nanotechnology in textiles, Polymer, Application of Computer in Textiles. His M.Sc. in Textile Engineering is ongoing at BUTex and now working as a Co-coordinator Lecturer in Department of Textile Engineering at World University of Bangladesh. Md. Solaiman received the B.S. degree in Textile Engineering from Bangladesh University of Textiles (BUTex) in 2007 and M.S from Mawlana Bhashani Science and Technology University. During 2007- 2010, he stayed in Texeurope (BD) limited as a Production officer, Technical service executive at American Efird Bangladesh Limited. His concentration areas are weaving, knitting, Technical textiles, and Nanotechnology in textiles. Presently he is working as a Head (acting) of Department of Textile Engineering at World University of Bangladesh. Paper ID: SEP14113 596