Technological Compulsion of Quality at Knitting
The
quality of the knit fabrics in the future will be defined for variation
in loop parameters at micro level such as loop-to-Ioop variation in
dimension, geometrical shape of loop and localised variation in loop
density, says Dr Prabhakar Bhat.Excellent comfort properties of weft knits have made their entry into formal wears for men and women. But with the technological advancement in manufacturing of cloths and the awareness of consumers to quality, the expectations in knit goods too have gone high. However, knit goods are known for their high structural sensitiveness to deformation during manufacturing process or at their end use. The research work of the past focused on macro level aspects of quality control while the market demand today is on micro level. The quality criteria in the future will be much different than what is being counted today.
The improvement of knit structure at micro level calls for better understanding of mechanics of loop formation, fluidity of knit structures and their influence on quality of knit fabrics. The quality of hosiery yarn has to be considered with due weightage to these aspects. If they are not addressed, probably satisfying the customer at global level may become difficult.
This article aims at initiating a thought provoking process on above lines for assessing fabric quality as well as that of yarn for manufacturing superior quality fabrics apart from highlighting role of certain yarn properties on knit fabrics. The technological compulsions, not of the knitting machine technology but of the future demand of quality level in the fabric by the customer and also progress in technology in assessing fabric quality leading to reconsideration of machine, material and process parameters at micro level on for superior in yarn quality are explained.
Quality of knit fabrics
At
present knit fabric quality is decided by few physical parameters
namely GSM, loop dimensions (loop length, wales and courses per unit
length), fabric width, dimensional stability and defects in the fabrics.
However, aesthetic value of the fabric or the appeal to the customer
regarding the fabric, which ultimately accounts for satisfying the
customer, is not measured by these parameters.At the same time the comfort properties of the fabric like smoothness and fluidity of loops that influences shear and low stress mechanical properties are also not sufficiently covered by above listed parameters. Further, more than just the stability of the fabric/garment, for which knits are known to be poor, the localised variation in dimension would hamper the appearance and useful life of it. Though objective assessment of these parameters is not possible commercially today, with the introduction of image analysis technique for fabric quality inspection such an assessment may become reality in the future. The customer too may consider subjective assessment of the same by observing the garment under different light sources that enhances the localised variation and get a feel of quality level
For obtaining smooth curvature to loop and its uniformity the yarn should be uniform in thickness and imperfections should be minimum. Establishing correlation between yarn imperfections, short term twist variation and variation in loop dimensions or shape could be an interesting work. The thin place in yarn receives more twist resulting in compact structure, i.e. high torsional rigidity or sharp bends in loop while thick place receives less twist and forms a large curvature at loop.
The co-efficient of friction at thin places might be higher due to increased twist, which might be further aggravated by probable low wax pick-up. This variation in bending, twisting and surface friction can vary tension in yarn during loop formation. This would result in shift of loop forming point in knitting zone[ll] leading to variation in loop dimension. The shape of loop, obviously, has changed. Though yarn uniformity and imperfections cannot be improved beyond a limit the twist flow in these zones might have the influence of various spinning parameters. A study of correlation between dimensional change in loop and yarn irregularity can show severity of this phenomenon.
Co-efficient of friction
Waxing to cotton hosiery yarns is common. A great improvement in quality of wax and thereby the reduction in co-efficient of yarn friction is observed today. The friction value in waxed yarn has come down from 0.24 to 0.14 today. The methodology of its application at machine too has changed from friction driven wax discs to motor driven. This change ensures more uniform application of wax. However, an interesting observation by the author is worth sharing here.
When 18 cotton hosiery yarns were collected from industry, picked from their regular export lot, who manufacture 5% level Uster standard yarns and tested for co-efficient of friction some surprising results were observed. The data is given in Table I, while the typical plots of continuous recording of friction are given in Figure 5. From the data given in the Table lone can note that in several instances the CV% of mean value is less but the overall CV% is very high.
Parameters of fabric quality
The quality of fabrics at micro level could be, loop-to-Ioop variation in their dimension (rather than an averaged value) including loop shape (not as a shape factor but as geometrical shape of the loop) and localised variation in loop density (rather than GSM). The important loop dimensions are loop length, loop width (wale spacing) and loop height (course spacing).
The
uniformity in dimension of loops provides attractive appearance to
fabric, as it eliminates blurring effect of irregular dimensions. The
fabric would be more elegant, lustrous, smoother, softer and stable.
This is like better cover in woven fabric. In woven fabrics those
produced on shuttleless machines are better in appeal to eyes than those
from auto-looms or plain powerlooms. In woven fabrics the balance of
crimp between warp and weft yarns also plays a vital role on its
aesthetic property.
The measurement of dimension of each loop for a large number of loops that statistically represents the whole lot of the fabric is a very hard task by using existing tools. However, for research purpose it can be executed with satisfactory accuracy. As the measurement of yarn imperfection for a unit length of 10 mm is made possible and with statistical quality control it is capable of representing a whole lot of yarn or the production of a large spinning mill. The development of a suitable instrument to measure individual loops for their dimensions could be practically possible. The present day image analysis technique may be the appropriate technology for this purpose.
The uniformity in geometrical shape of the loop is another parameter, which affects the elegancy of the fabric and its fluidity. In most of the structures the loop is distorted during relaxation, chemical processing or during usage resulting in dullness, rough or ridged effect in the fabric. A standard loop shape is shown in Figure I for single jersey structure[I]. The geometrical shape of a standard loop should have same curvature for crown and sinker loop[2] (normally sinker loops are larger than crown). Both the arms of loop should be in the same plane[2]. The bending of crown and sinker loop should be to an equal depth and without twisting or turning. The shape factor, ratio of width to height of the loop should be about 1.3[3]. The contact places of yarn in loop interlacement should be at the junction of loop arm and the crown/sinker loop, ie, at points A, B, C and D in Figure I [5]. The variation in this loop shape and the dimension should be minimum. Such structures can be more resilient because the mobility of loops or redistribution of yarn in loops during any deformation would be easier. This would improve the dimensional stability of the fabric.
The
geometrical shape of the loop, its variation, twisted or deformed
loops, etc can be assessed by the same image analysis technique. If any
other method is suitable that can be explored. Typical examples of
uniform and twisted/deformed loops!4] are shown in Figure 2 (a) and (b)
respectively.'
The localised variation in loop dimensions, ie, group of loops in few wales and courses covering a small area in the fabric having dimension different from their neighbouring group of loops, is again a common problem but goes as accepted till it leads to an unpleasant appearance. However, this variation certainly affects lustre and elegancy of the fabric. This aspect is appreciated when two fabrics with and without such variations are placed side-by-side. Obviously higher the uniformity better is the appearance and texture of the cloth or say appeal to the customer.
The quality of fabrics at micro level could be, loop-to-Ioop variation in their dimension (rather than an averaged value) including loop shape (not as a shape factor but as geometrical shape of the loop) and localised variation in loop density (rather than GSM). The important loop dimensions are loop length, loop width (wale spacing) and loop height (course spacing).
The
uniformity in dimension of loops provides attractive appearance to
fabric, as it eliminates blurring effect of irregular dimensions. The
fabric would be more elegant, lustrous, smoother, softer and stable.
This is like better cover in woven fabric. In woven fabrics those
produced on shuttleless machines are better in appeal to eyes than those
from auto-looms or plain powerlooms. In woven fabrics the balance of
crimp between warp and weft yarns also plays a vital role on its
aesthetic property.The measurement of dimension of each loop for a large number of loops that statistically represents the whole lot of the fabric is a very hard task by using existing tools. However, for research purpose it can be executed with satisfactory accuracy. As the measurement of yarn imperfection for a unit length of 10 mm is made possible and with statistical quality control it is capable of representing a whole lot of yarn or the production of a large spinning mill. The development of a suitable instrument to measure individual loops for their dimensions could be practically possible. The present day image analysis technique may be the appropriate technology for this purpose.
The uniformity in geometrical shape of the loop is another parameter, which affects the elegancy of the fabric and its fluidity. In most of the structures the loop is distorted during relaxation, chemical processing or during usage resulting in dullness, rough or ridged effect in the fabric. A standard loop shape is shown in Figure I for single jersey structure[I]. The geometrical shape of a standard loop should have same curvature for crown and sinker loop[2] (normally sinker loops are larger than crown). Both the arms of loop should be in the same plane[2]. The bending of crown and sinker loop should be to an equal depth and without twisting or turning. The shape factor, ratio of width to height of the loop should be about 1.3[3]. The contact places of yarn in loop interlacement should be at the junction of loop arm and the crown/sinker loop, ie, at points A, B, C and D in Figure I [5]. The variation in this loop shape and the dimension should be minimum. Such structures can be more resilient because the mobility of loops or redistribution of yarn in loops during any deformation would be easier. This would improve the dimensional stability of the fabric.
The
geometrical shape of the loop, its variation, twisted or deformed
loops, etc can be assessed by the same image analysis technique. If any
other method is suitable that can be explored. Typical examples of
uniform and twisted/deformed loops!4] are shown in Figure 2 (a) and (b)
respectively.'The localised variation in loop dimensions, ie, group of loops in few wales and courses covering a small area in the fabric having dimension different from their neighbouring group of loops, is again a common problem but goes as accepted till it leads to an unpleasant appearance. However, this variation certainly affects lustre and elegancy of the fabric. This aspect is appreciated when two fabrics with and without such variations are placed side-by-side. Obviously higher the uniformity better is the appearance and texture of the cloth or say appeal to the customer.
This
parameter of the quality, as well, can be assessed by image analysis
technique. The images obtained from the cloth have to be analysed for
all these three parameters and scanning could be a single operation.
Machine parameters
Machine parameters and technology of the machine influence the fabric quality as well as the demand on yarn quality. The role of machine parameters such as gauge, needle type, cam type, yarn feeding system, number of feeders, take down system, cloth rolling or spreading, monitoring and control systems, etc are well established by extensive research work. However, selection of machine or its parameters for knitting a particular yarn for manufacturing given GSM is crucial. The ideal count range for a given gauge has to be followed[S]. The coarser gauge machine can knit with much ease compared to finer one for a given yarn.
However,
the present tendency is to knit more on finer gauges and with very
short loops. That means the curvature of the yarn in loop would be
sharper and the space available between two needles to form a loop or
for slipping of loops at the needle hook would be less. Then, the stress
and strain on yarn would be much higher and knit structure could
approach a jammed condition. This reduces the fluidity of the loops and
their relaxation at dry or wet or both conditions and their final
dimension may not be uniform. Such conditions call for stringent quality
in yarn; else fabric is prone to develop all the three types of quality
variations.
Process parameters
The process parameters such as cam setting, speed, yarn tension, sinker setting (in single jersey), delay time (in double jersey), stitch length, take down rate, condition of machine, etc play vital role in deciding the quality of the fabric. Extensive research on these aspects has given sufficient guidelines to manufacturers. However, the manufacturer still has to grapple with his expertise to achieve accuracy in GSM and quality of fabric. Variation in GSM, spirality and many other defects are the problems encountered regularly.
The knit fabric from similar yarn knit on similar machine (make and condition) with similar process parameters produce fabrics of different quality and some times beyond acceptable limits[6.7]. This speaks about influence of variation in yarn and process parameters other than those considered today in the industry. They can create difference in strain at different loops as also variation in their relaxation. This leads to loop-to-Ioop variation in dimension, geometrical shape as well as the localised variation in loop density.
Yarn quality
The practice in the industry in assessment of hosiery yarn quality is on the lines with the established norms for weaving or for general understanding of yarn grade rather than anything specific to knitting, except waxing. The purchase of yarn is based on the general parameters like count, U%, imperfections, strength and elongation and TPM. Most of the knitters in SMEs test only the count for setting the GSM of the fabric.
Machine parameters
Machine parameters and technology of the machine influence the fabric quality as well as the demand on yarn quality. The role of machine parameters such as gauge, needle type, cam type, yarn feeding system, number of feeders, take down system, cloth rolling or spreading, monitoring and control systems, etc are well established by extensive research work. However, selection of machine or its parameters for knitting a particular yarn for manufacturing given GSM is crucial. The ideal count range for a given gauge has to be followed[S]. The coarser gauge machine can knit with much ease compared to finer one for a given yarn.
However,
the present tendency is to knit more on finer gauges and with very
short loops. That means the curvature of the yarn in loop would be
sharper and the space available between two needles to form a loop or
for slipping of loops at the needle hook would be less. Then, the stress
and strain on yarn would be much higher and knit structure could
approach a jammed condition. This reduces the fluidity of the loops and
their relaxation at dry or wet or both conditions and their final
dimension may not be uniform. Such conditions call for stringent quality
in yarn; else fabric is prone to develop all the three types of quality
variations.Process parameters
The process parameters such as cam setting, speed, yarn tension, sinker setting (in single jersey), delay time (in double jersey), stitch length, take down rate, condition of machine, etc play vital role in deciding the quality of the fabric. Extensive research on these aspects has given sufficient guidelines to manufacturers. However, the manufacturer still has to grapple with his expertise to achieve accuracy in GSM and quality of fabric. Variation in GSM, spirality and many other defects are the problems encountered regularly.
The knit fabric from similar yarn knit on similar machine (make and condition) with similar process parameters produce fabrics of different quality and some times beyond acceptable limits[6.7]. This speaks about influence of variation in yarn and process parameters other than those considered today in the industry. They can create difference in strain at different loops as also variation in their relaxation. This leads to loop-to-Ioop variation in dimension, geometrical shape as well as the localised variation in loop density.
Yarn quality
The practice in the industry in assessment of hosiery yarn quality is on the lines with the established norms for weaving or for general understanding of yarn grade rather than anything specific to knitting, except waxing. The purchase of yarn is based on the general parameters like count, U%, imperfections, strength and elongation and TPM. Most of the knitters in SMEs test only the count for setting the GSM of the fabric.
If
so, do the knit structure and knitting process have no specific
requirements compared to the weaving! As mentioned under section 2 the
knit fabrics and their process requirements are definitely much
different from weaving. It has not been appreciated so far. may be due
to lack of proper tools to assess them. The day has come to think on
these lines and make the knit fabrics superior in quality.
Twist in yarn
Twist
in hosiery yarn should be less, a fact known to all technologists.
Still in a few cases one finds yarn of higher twist being preferred on
the ground that it performs well in knitting in terms of lesser yarn
breakages. That is true but the benefit is at the cost of fabric
quality.
Unlike woven fabrics knit structures are formed by bending the yarn into a loop and then interlacing them to create a fabric. The curvature of loop would be smooth and well defined if the bulkiness of the yarn is higher. The bulkiness eliminates sharp bending and improves resiliency of the structure, and these fabrics are expected to stretch easily and recover during use. The very purpose of using low twist yarn is to achieve this smooth curvature to loops and high resiliency to fabric.
Then, what should be the gauge length for testing twist? Longer gauge lengths, as practiced in industry, would provide information about averaged twist and CV% would be low.
Whereas for the type of fabric quality discussed here the gauge length should be less. This would provide information about the likely variation in loop shape and its dimension as a result of short-term variation in yarn twist.
However, the exact gauge length that is practically feasible needs to be investigated.
The
twist in yarn also has a role to play in the geometrical shape of the
loop. When a loop is bent in third dimension, as shown in Figure 3[8],
for interlacement of loops the arms of the loop are twisted in opposite
directions[8], as shown in Figure 4. As a result the effective twist in
each loop arm may change to the extent of 400 to 600 tpm (10 to I5 tpi).
eg, in a 20s cotton yarn (29.5 tex) of 3.6 TM (34 tpc texY2 of TF)
twisted in 'Z' direction, or of 633 tpm (16 tpi), would have a reduction
in twist to the extent of 400 to 600 tpm (10 to 15 tpi) in left arm and
an addition of the same amount in right arm of the loop. Such a great
change in twist or strain in yarn at loop arms in association with
strains experienced in the formation of loops would lead to deformation
of loop shape. This change in strain at loop arms would vary from loop
to loop due to change in yarn characters, including variation in yarn
friction of the type shown in Figure S. The basic yarn, therefore,
should have minimum torsional rigidity to achieve good geometrical loop
shape.
Twist in yarn
Twist
in hosiery yarn should be less, a fact known to all technologists.
Still in a few cases one finds yarn of higher twist being preferred on
the ground that it performs well in knitting in terms of lesser yarn
breakages. That is true but the benefit is at the cost of fabric
quality.Unlike woven fabrics knit structures are formed by bending the yarn into a loop and then interlacing them to create a fabric. The curvature of loop would be smooth and well defined if the bulkiness of the yarn is higher. The bulkiness eliminates sharp bending and improves resiliency of the structure, and these fabrics are expected to stretch easily and recover during use. The very purpose of using low twist yarn is to achieve this smooth curvature to loops and high resiliency to fabric.
Then, what should be the gauge length for testing twist? Longer gauge lengths, as practiced in industry, would provide information about averaged twist and CV% would be low.
Whereas for the type of fabric quality discussed here the gauge length should be less. This would provide information about the likely variation in loop shape and its dimension as a result of short-term variation in yarn twist.
However, the exact gauge length that is practically feasible needs to be investigated.
The
twist in yarn also has a role to play in the geometrical shape of the
loop. When a loop is bent in third dimension, as shown in Figure 3[8],
for interlacement of loops the arms of the loop are twisted in opposite
directions[8], as shown in Figure 4. As a result the effective twist in
each loop arm may change to the extent of 400 to 600 tpm (10 to I5 tpi).
eg, in a 20s cotton yarn (29.5 tex) of 3.6 TM (34 tpc texY2 of TF)
twisted in 'Z' direction, or of 633 tpm (16 tpi), would have a reduction
in twist to the extent of 400 to 600 tpm (10 to 15 tpi) in left arm and
an addition of the same amount in right arm of the loop. Such a great
change in twist or strain in yarn at loop arms in association with
strains experienced in the formation of loops would lead to deformation
of loop shape. This change in strain at loop arms would vary from loop
to loop due to change in yarn characters, including variation in yarn
friction of the type shown in Figure S. The basic yarn, therefore,
should have minimum torsional rigidity to achieve good geometrical loop
shape.
Yarn irregularity
For
obtaining smooth curvature to loop and its uniformity the yarn should
be uniform in thickness and imperfections should be minimum.
Establishing correlation between yarn imperfections, short term twist
variation and variation in loop dimensions or shape could be an
interesting work. The thin place in yarn receives more twist resulting
in compact structure, i.e. high torsional rigidity or sharp bends in
loop while thick place receives less twist and forms a large curvature
at loop.
The co-efficient of friction at thin places might be higher due to increased twist, which might be further aggravated by probable low wax pick-up. This variation in bending, twisting and surface friction can vary tension in yarn during loop formation. This would result in shift of loop forming point in knitting zone[ll] leading to variation in loop dimension. The shape of loop, obviously, has changed. Though yarn uniformity and imperfections cannot be improved beyond a limit the twist flow in these zones might have the influence of various spinning parameters. A study of correlation between dimensional change in loop and yarn irregularity can show severity of this phenomenon.
Co-efficient of friction
Waxing to cotton hosiery yarns is common. A great improvement in quality of wax and thereby the reduction in co-efficient of yarn friction is observed today. The friction value in waxed yarn has come down from 0.24 to 0.14 today. The methodology of its application at machine too has changed from friction driven wax discs to motor driven. This change ensures more uniform application of wax. However, an interesting observation by the author is worth sharing here.
When 18 cotton hosiery yarns were collected from industry, picked from their regular export lot, who manufacture 5% level Uster standard yarns and tested for co-efficient of friction some surprising results were observed. The data is given in Table I, while the typical plots of continuous recording of friction are given in Figure 5. From the data given in the Table lone can note that in several instances the CV% of mean value is less but the overall CV% is very high.
The co-efficient of friction at thin places might be higher due to increased twist, which might be further aggravated by probable low wax pick-up. This variation in bending, twisting and surface friction can vary tension in yarn during loop formation. This would result in shift of loop forming point in knitting zone[ll] leading to variation in loop dimension. The shape of loop, obviously, has changed. Though yarn uniformity and imperfections cannot be improved beyond a limit the twist flow in these zones might have the influence of various spinning parameters. A study of correlation between dimensional change in loop and yarn irregularity can show severity of this phenomenon.
Co-efficient of friction
Waxing to cotton hosiery yarns is common. A great improvement in quality of wax and thereby the reduction in co-efficient of yarn friction is observed today. The friction value in waxed yarn has come down from 0.24 to 0.14 today. The methodology of its application at machine too has changed from friction driven wax discs to motor driven. This change ensures more uniform application of wax. However, an interesting observation by the author is worth sharing here.
When 18 cotton hosiery yarns were collected from industry, picked from their regular export lot, who manufacture 5% level Uster standard yarns and tested for co-efficient of friction some surprising results were observed. The data is given in Table I, while the typical plots of continuous recording of friction are given in Figure 5. From the data given in the Table lone can note that in several instances the CV% of mean value is less but the overall CV% is very high.
This
indicates that within sample, variation is high or waxing may not be
uniform. The low overall CV% in few cases clearly demonstrates that
higher uniformity in wax application can be achieved. In the Figure 4a
and 4b a typical case is shown where the average value of coefficient of
friction in two yarns are same but t e CV% of friction within a yarn is
very high in yarn 'b' compared to yarn 'a' (in few cases the average
value of friction itself had changed significantly).
The implications of such high variation in friction can definitely change knitting tension and loop dimensions. The sensitiveness of knitting process and loop dimension to yarn friction is well established[",'2]. Then for achieving fabric quality in terms of micro level dimensions, as discussed in this paper, would be difficult to achieve unless yarn is tested for 'within variation of friction'. The modification in the existing instrument can provide such information. An interesting observation is that the unwaxed warp yarn has high friction value but very low variation within as well as between samples.
Flexural rigidity
Flexural
rigidity is the resistance of the yarn to bending. Formation of loop
involves torsional, flexural and tensile deformations[l3]. The study by
Prabhakar Bhat[l3] has shown that flexural rigidity influences knitting
tension and loop dimension.
The flexural rigidity is the result of fibre properties and yarn structure. Even if all fibre properties and certain yarn properties are same the change in spinning condition can form yarn of different flexural rigidity. The correlation between irregularities in yarn and flexural rigidity for similar yarn has to be established to investigate their influence on micro level variation in loop dimension or loop shape or the localised variation in loop density. Technically, there should be good agreement between these parameters. There are few methods for testing this property but needs further standardisation and sophistication for commercial application.
Torsional rigidity
The torsional rigidity of spun yarns is difficult to test and an instrument is developed at lIT Dethi for testing the same for such yarns[13]. The study by Prabhakar Bhat['3] can help in understanding the importance of this property. Design of the instrument and testing of cotton yarn for torsional properties is explained by Banerjee and Prabhakar['4].
However, the point to be noted here is the importance of this property and the factors that can influence this rigidity in hosiery yarns. Torsional properties of spun yarns depend on torsional, tensile and bending properties of staple fibres[lS], twist in yarn, thickness of yarn, compactness and strain energy stored in yarn, etc. All these parameters can vary from yarn to yarn, though their general properties are more or less same, due to changes in spinning condition and yarn conditioning after spinning. The values in table 2 and 3 show the relation between few crucial yarn proper ties and knitting tension (earn force) and loop dimension['3].
The implications of such high variation in friction can definitely change knitting tension and loop dimensions. The sensitiveness of knitting process and loop dimension to yarn friction is well established[",'2]. Then for achieving fabric quality in terms of micro level dimensions, as discussed in this paper, would be difficult to achieve unless yarn is tested for 'within variation of friction'. The modification in the existing instrument can provide such information. An interesting observation is that the unwaxed warp yarn has high friction value but very low variation within as well as between samples.
Flexural rigidity
Flexural
rigidity is the resistance of the yarn to bending. Formation of loop
involves torsional, flexural and tensile deformations[l3]. The study by
Prabhakar Bhat[l3] has shown that flexural rigidity influences knitting
tension and loop dimension.The flexural rigidity is the result of fibre properties and yarn structure. Even if all fibre properties and certain yarn properties are same the change in spinning condition can form yarn of different flexural rigidity. The correlation between irregularities in yarn and flexural rigidity for similar yarn has to be established to investigate their influence on micro level variation in loop dimension or loop shape or the localised variation in loop density. Technically, there should be good agreement between these parameters. There are few methods for testing this property but needs further standardisation and sophistication for commercial application.
Torsional rigidity
The torsional rigidity of spun yarns is difficult to test and an instrument is developed at lIT Dethi for testing the same for such yarns[13]. The study by Prabhakar Bhat['3] can help in understanding the importance of this property. Design of the instrument and testing of cotton yarn for torsional properties is explained by Banerjee and Prabhakar['4].
However, the point to be noted here is the importance of this property and the factors that can influence this rigidity in hosiery yarns. Torsional properties of spun yarns depend on torsional, tensile and bending properties of staple fibres[lS], twist in yarn, thickness of yarn, compactness and strain energy stored in yarn, etc. All these parameters can vary from yarn to yarn, though their general properties are more or less same, due to changes in spinning condition and yarn conditioning after spinning. The values in table 2 and 3 show the relation between few crucial yarn proper ties and knitting tension (earn force) and loop dimension['3].
Conclusion
The quality of the knit fabrics in the future will be defined for variation in loop parameters at micro level such as loop to loop variation in dimension, geometrical shape of loop and localised variation in loop density. The tools required to assess them could be developed. However, the yarn quality should meet such demands and under such circumstances the yarn parameters considered so far may not be adequate. Then the crucial yarn properties to be considered would be twist in yarn for shortest possible gauge length, yarn irregularity, within variation of friction in yarn, flexural rigidity and torsional rigidity.
An experimental study has shown that loop dimensions are strongly influenced by torsional rigidity followed by flexural rigidity. Apart from fibre and yarn parameters the process condition has a significant influence on these two properties and hence testing the yarns for properties discussed so far might be a serious requirement in the future. Any study on above lines might be worth considering for the benefit of knitting industry.
Dr Prabhakar Bhat
Professor and Head of Dept of Textile Technology,
Shri Vaishnav Institute of Technology and Science,
Indore, Madhya Pradesh
Professor and Head of Dept of Textile Technology,
Shri Vaishnav Institute of Technology and Science,
Indore, Madhya Pradesh
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