Showing posts with label yarn. Show all posts
Showing posts with label yarn. Show all posts

YARN LIVELINESS TENDENCY OF STAPLE YARNS

A RESEARCH ON YARN LIVELINESS TENDENCY OF
STAPLE YARNS

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ABSTRACT

Yarn snarling tendency causes several problems at the various post-spinning processes, such as winding, warping, weaving and knitting. In this study we analyzed the snarling tendency of short and long staple yarns. The yarn samples were produced with different raw material, spinning technique and yarn parameter variations. Long staple yarns from 100% wool and 100% acrylic (PAN) fibers were spun in two different nominal yarn counts with three different yarn twist factors using four different yarn spinning techniques. Short staple yarns from 100% cotton, 100% viscose, 100% polyester, 100% modal and 100% lyocell fibers were spun in two different nominal yarn counts with three different yarn twist factors using three different yarn spinning techniques. After spinning process their twist liveliness values were measured on Keisokki Kringel Factor Meter yarn liveliness test apparatus. The tests results were analyzed and evaluated in order to asses the effects of raw material, spinning technique and yarn parameters on yarn twist liveliness.

Key Words: Yarn liveliness, Staple yarn, Long staple spinning, Short staple spinning, Yarn steaming, Fabric spirality. ÖZET

İpliğin kendi üzerine kıvrılma eğilimi bobinleme, dokuma ve örme gibi eğirme sonrası işlemlerde bir çok probleme neden olmakta­dır. Bu çalışmada uzun ve kısa ştapelli liflerden üretilmiş ipliklerin kendi üzerine kıvrılma eğilimi incelenmiştir. İplik numuneleri farklı hammadde, eğirme tekniği ve değişen iplik parametreleri ile üretilmiştir. Uzun ştapelli iplikler %100 yün ve %100 akrilik (PAN) liflerin­den iki farklı iplik numarası ve üç farklı iplik büküm katsayısı ile dört farklı iplik eğirme tekniği kullanılarak üretilmiştir. Kısa ştapelli iplikler %100 pamuk, %100 viskon, %100 polyester, %100 modal ve %100 lyocell liflerinden iki farklı iplik numarası ve üç farklı iplik büküm katsayısı ile üç farklı iplik eğirme tekniği kullanılarak üretilmiştir. İpliklerin iplik canlılığı değerleri Keisokki Kringel Factor Meter test aparatı kullanılarak ölçülmüştür. İplik canlılığına hammaddenin, eğirme tekniğinin ve iplik parametrelerinin etkisini belirle­mek için test sonuçları analiz edilmiş ve değerlendirilmiştir.

Anahtar Kelimeler: İplik canlılığı, Ştapel iplik, Uzun ştapel iplik eğirme, Kısa ştapel iplik eğirme, İplik büküm fiksajı, May dönmesi.

1. INTRODUCTION

Textile fibres and yarns are subjected to torsional strains during various processes of yarn manufacturing. In staple yarns, twist is essential to hold the fibres together and to provide the required strength to the yarn structure. Especially, twisting process induces tension within yarn and its constituent fibres. Twist is one of the most important yarn features influencing the properties of yarn. It is a known fact that the yarn liveliness is related with yarn twist and strain.

Yarn twist liveliness is affected by the twist factor, yarn fineness and retractive forces, which, in turn, are determined by the torsional and bending stresses in the fibres, and torque generated during yarn twisting (1).

Yarns tend to snarl in order to relax themselves and simultaneously are

twisted in the opposite twist direction. This property is described as “liveliness”.

In fancy yarn production, cut-piled carpet production and medical bandage manufacture, the effect of yarn liveliness is employed as an advantage (2). On the other hand, yarn twist liveliness causes several problems at various post-spinning processes, such as winding, warping, weaving and knitting; for example, it may generate yarn breakage at winding process. In addition, yarn twist liveliness is the main cause of the spirality in single jersey knitted fabrics (3, 4, 5, 6, 7). If a twist-lively yarn is used for knitting, the resultant loop will no longer be symmetric because of the varying induced torsional strain in the yarn (8).

Generally vacuum steaming process is used for reducing the yarn snarling tendency, but it fails to eliminate the

snarling tendency completely. There is still a small amount of retained snarling tendency in the yarn after steaming process.

In terms of reducing yarn liveliness, a moderate steaming is much more effective than prolonged storage in an atmosphere of 65% r.h., 20ºC (9).

The yarn twist liveliness phenomenon caused by a wide variety of factors. However, in order to narrow the scope of this study only the most important factors including raw material, yarn count, yarn twist level, spinning tech­nique and steaming operation were selected for this research.

2. EXPERIMENTAL

Short staple yarns from cotton, polyes­ter, viscose, modal and lyocell were

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spun in two different nominal yarn counts Ne 16 (36.91 tex) and Ne 24 (24.61 tex) with three different yarn twist coefficient (αtwist coefficient (αe 3.5, αe 4.1, αe 4.7) by using three different spinning tech­niques, ring spinning (Rieter model G30), OE rotor spinning (Rieter model R40) and compact spinning (Zinser compact spinning machine). The specifications of raw materials are given in Table 1.

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After the spinning process, one half of these yarns (the ring and compact yarns were in cop form and the OE yarns were in cone form) were sub­jected to steaming operation (90°C, 10 min., two cycles of vacuum steaming). Subsequently, the yarn liveliness val­ues of untreated and steamed yarns were measured at standard humidity and temperature (20±2ºC and 65% Rh) by using the Kringel Factor Meter. 10 individual samples were taken from each party, and five tests were done by each sample.

Long staple yarns out of 100% wool and out of 100% acrylic (PAN) were spun in two different nominal yarn counts (Nm20 (50 tex) and Nm 32 (31.25 tex)). Each yarn count was spun at three different twist coefficient (α (α m 80, α m 90, α m 100) by using four different spinning techniques, ring spinning (Zinser ring spinning ma­chine), siro-spun spinning (Zinser sirospun system), compact spinning (EliTe compact spinning) and compact siro-spun spinning (EliTwist). After the spinning process, one half of these yarns, whose yarn packages were in cop form, were subjected to steaming operation (85°C, 10 min., two cycles of vacuum steaming). Subsequently, the yarn liveliness of untreated and steamed yarns was measured at standard hu­midity and temperature (20±2ºC and midity and temperature (20±2ºC and 65% RH) by using the Kringel Factor Meter. The yarn specifications of all yarn samples were measured.

The specifications of raw materials are given in Table 2.

In this study, Keisokki Kringel Factor Meter twist liveliness test apparatus was used (Figure 1). The measuring principle can be described briefly as following steps;

I- Yarn is positioned through the pins to form a triangular path.

II- A specific amount of weight is hanged down at the end of the each coupled yarn pair.

III- The weight hanged yarn couple is let free to rotate axially until it reaches to a stable state.

IV- Thereafter, the length of twisted (axially rotated) part of the coupled yarns are measured from the scale.

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This numeric value which is termed as Kr value (Kringel factor) gives the quantitative measure of the yarn twist liveliness. This apparatus functions with a standard weight for all sorts of

yarn counts. However, pre-trials showed that in order to obtain more precise results weight should be varied depending on yarn linear density. A weigh of 10 mg per tex was found to be the most appropriate for our pur­pose. In addition, the yarn properties of all yarn samples were measured. An individual group of ten cops (cones for OE yarns) were tested for each yarn sample. All of the measurements were carried out under the standard atmos­pheric conditions.

The tensile properties of the yarns were evaluated by using an Uster Tensorapid 3 tensile testing machine. Unevenness tests were performed by using an Uster Tester 3. The yarn hairiness properties of the yarns were evaluated by using a Zweigle G566 yarn hairiness testing machine.

Furthermore, a party (having the yarn characteristics of 100% PAN, Nm32/1, αm=90) were selected out of the yarn samples and these selected yarns were knitted on a single system-single jersey hosiery machine. The fabric spirality behavior of the yarns was evaluated over these knitted fabric samples both before and after wash­ing. Statistical analyses were per­formed by implementing the statistical software. To determine the statistical importance of the variations, ANOVA tests were applied. To deduce whether the parameters were significant or not, p values were examined. Ergün (10) the parameters were significant or not, p values were examined. Ergün (10) emphasized that if p value of a pa­rameter is greater than 0.05 (p>0.05), the parameter will not be important and should be ignored.

3. RESULTS AND DISCUSSION

Yarn liveliness Kr (Kringel factor) values of untreated and steamed short staple yarn samples were given in Figure 2, Figure 3, Figure 4, Figure 5, Figure 6 and Figure 7.

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Yarn liveliness Kr (Kringel factor) values of untreated and steamed long staple yarn samples were given in Table 3 and Table 4.

The results of the statistical analyses for the parameters influencing the yarn liveliness properties of yarns (including the products of both the short staple spinning methods and the long staple spinning methods) were evaluated as below:

Influence of Raw Material on Yarn Liveliness

The results demonstrated that the influence of the raw material on the yarn liveliness were statistically significant for both spinning methods (the short staple spinning and the long staple spinning (Table 5).

The multiple comparison techniques for the short staple yarns revealed that the difference between cotton and lyocell yarns was statistically insignificant, whereas the differences between cotton and the other raw materials were statistically significant.

The results suggest that the yarns having the viscose raw material tend to display the minimum level of yarn liveliness (Figure 8).

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The results of acrylic and wool yarns revealed higher yarn liveliness values for acrylic yarns. The differences of yarn liveliness values between acrylic yarns and wool yarns evolved as statistically significant for both yarn counts.

Numerous researchers mentioned about the influence of fibre’s flexural and torsional rigidity properties over yarn snarling (1) (2). Various raw materials have different specific flexural rigidity and torsional rigidity properties, thus the spun yarns out of

different raw materials have different yarn liveliness values. For example, Morton and Hearl (14) declared the typical specific flexural rigidity value for cotton fibres as 0,53 mN mm2/tex2, and for viscose fibres as 0,35 mN mm2/tex2.

Influence of Spinning Method on Yarn Liveliness

The comparison of spinning methods (short staple spinning and long staple spinning) revealed that spinning method had a statistically significant effect on yarn liveliness (Table.6).

The minimum yarn liveliness values were observed in open-end yarns, whereas the maximum yarn liveliness values were observed in compact spun yarns.

The structural properties of the open-end yarns tend to retain lower yarn liveliness values. The fibre straps within the structure of open-end yarns restrain the release of the applied twist through the opposite direction. This is consistent with the results of previous studies of Kadoğlu (11), and studies of Kadoğlu (11), and Lünenschloss and Farber (12).

Statistical analysis of data showed that there were significant differences in the twist liveliness values of long staple yarns produced by different spinning methods for a= 0.05. The ranking for the twist liveliness values from the lowest value to highest value was siro-spun spinning, ring spinning, compact spinning and compact siro spinning respectively.

The results exposed that the compact spun yarns (both for short staple spinning and for long staple spinning methods) tend to have higher yarn liveliness values. The structure of compact spun yarns is different than the structure of ring spun yarns and compact spun yarns generally have a harder handle. For the yarns that spun with long staple spinning method, the siro-spun yarns displayed the lowest yarn liveliness values, whereas the compact siro-spun yarns displayed the highest values. Siro-spun yarns have stabile yarn construction (13).

Influence of Yarn Count on Yarn Liveliness

The influence of yarn count was recognized as statistically significant (Table 7). A fine yarn count gets more amount of twist than a coarse yarn count for the same spinning coefficient on a unit length of yarn, hence drawing forth a higher yarn liveliness value as

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well. This is consistent with the previous studies of Milosavljevic and Tadic (16) and of Ureyen (15), these studies also similarly emphasis on the significance of the yarn count.

Influence of Yarn Twist Level on Yarn Liveliness

The results in the Table.7 pointed out that the twist level of the yarn over the yarn liveliness was statistically significant. As the twist coefficient rises, the yarn liveliness also rises. This is consistent with the other related studies (1, 8, 11, 15, 16).

Influence of Yarn Steaming on Yarn Liveliness

The results in Table.8 revealed that the heat setting (fixing) operation had a statistically significant influence over the yarn liveliness in consistency with the other previous studies (1, 3, 17).

Influence of the Other Physical Yarn Specifications on Yarn Liveliness

It was not observed any significant relation between the hairiness of, irregularity of and strength of yarns over the yarn liveliness characteristic.

Correlation of yarn liveliness and spirality of knitted fabric

It was detected a strong correlation between yarn liveliness characteristics and knitted fabric spirality as seen in tine results of Table.9. As the yarn liveliness value increases, the degree of knitted fabric spirality tendency also increases. The steaming operation substantially reduced the degree of knitted fabric spirality. As the twist coefficient increases, Kr yarn liveliness value also correspondingly increases, consequently increasing the severity of knitted fabric spirality, which is consistent with the results of previous studies (3, 4, 5, 7, 17).

4. CONCLUSION

Twisting process causes tension in yarn and fibers. Yarn tends to untwist itself due to the internal tension, showing property described as yarn liveliness (16). This phenomenon is regarded as a problem having detrimental effects over workability at textile processes along with quality losses.

In this study, the Kringel Factor Meter test instrument was used for measuring the yarn liveliness. The influences of raw material, spinning method, yarn count, twist coefficient and steaming operation over the yarn liveliness properties were analyzed. For this purpose samples were produced on both short staple spinning system and long staple spinning system.

The results demonstrate that the raw material, the spinning method, the yarn count, the twist coefficient and the steaming operation, each of them individually, have statistically significant influence over the yarn liveliness properties of the yarns for both short staple and also for long staple yarns.

The statistical results of multiple comparison (Bonferroni) test method revealed that the minimum degree of yarn liveliness was attained for viscose yarns among the short staple ones. These results did not show any significant difference between cotton and lyocell yarns for their yarn liveliness properties. We can list that, the yarn liveliness values increases respectively in open-end spinning, ring spinning and compact spinning.

The results demonstrate that the within the long staple yarns, the acrylic fibre yarns have higher yarn liveliness val­ues than wool yarns. The effect of spinning method on yarn twist liveli­ness was statistically significant. The compact siro yarns had the highest twist liveliness Kr value among the four spinning methods. They were followed by compact yarns, ring yarns and siro­spun yarns. After steaming process the compact siro yarns had the highest Kr values.

An obvious relation detected between the yarn liveliness values and knitted fabric spirality degrees within this study. In conclusion, the results of this study specifically suggest that as the yarn liveliness value Kr increases, the knitted fabric spirality degree increases as well.

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How Siro yarns spun from Two Different Rovings

Siro And Two-Fold Yarns

K.P.S. Cheng & C.H. Yuen

Institute of Textiles and Clothing, The Hong Kong Polytechnic University

ABSTRACT

Investigation was carried out on how the tensile and related properties of Siro yarns, spun from two separated rovings of different types of materials, were affected by the twist factor and draft. Comparison on Siro yarns and two-fold yarns of the same linear density and twist factor revealed that the former was better in tensile strength and related properties. The Siro yarns are believed to be able to bear extra tension during manufacturing processes such as weaving and knitting.

Keywords : yarn strength, evenness, imperfections, hairiness.

1. INTRODUCTION

In Siro spinning, two parallel fibre strands, separated at a distance, are drafted simultaneously in the drafting zone. After they emerge from the front roller nip, they converge to form a yarn by twisting. Previous researches") mostly focused on studying spinning geometry and yarn parameters for producing yarn from rovings of the same fibre type. There has been very limited information available regarding the use of rovings of two different kinds of materials on the Siro system. Thus, the present work was designed to carry out some spinning trials on attenuating two rovings of different fibre materials in the drafting zone and to investigate the capability of the resulting Siro yarn.

In staple yarns, twist is essential to hold the fibres together and to impart some degree of cohesiveness to the structure. Twist is a means by which a bundle of fibres is held together so that the ultimate structure is made capable of withstanding the stresses and strains generated in the next manufacturing steps. The role of twist in yarn is essential to manipulate the yarn properties. Thus, the influence of twist on the Siro spun yarn tensile strength was also included in the present work.

2. EXPERIMENTATION

2.1. Selection of materials

Wool, polyester and acrylic fibres were selected for the study. The characteristics of the fibres are shown in Table 1. All samples prepared for the present work were conditioned and tested under standard atmospheric conditions ( 20 + 2°C and 65 ±2 % relative humidity).

The Instruments for testing the fibre properties are listed in Table 2. The processing parameter used in drawing and roving are shown in Table 3. Table 4 gives the sequence of machinery used to produce the yarns.

2.2. Production of two-fold yarn

Comparison was made between Siro and two-fold yarns of the same linear density. A worsted twist factor of 2.2 [2600 (tpm x -qtex)] was adopted. This enabled the advantages of Siro yarn to be compared with those of two-fold yarn. Comparison was also made between the yarns of different linear density, to identify the effect of changes in draft on the properties of the two series of yarns.

Since the folded twist of the two-ply yarn should be equal to that of its corresponding Siro yarn, and the folded twist of a two-ply yarn is usually set at 70% of that of the single yarn, it is necessary to calculate the required twist that should be inserted into the single yarn by dividing the folded twist by 70%. Table 5 shows the required amount of twist inserted into the yarns.

3. RESULTS

The properties of the Siro and two-fold yarns are compared in Tables 6-9. 3.1. Comparison and•evaluation amongst Siro and two-fold yarns

Referring to Table 6, for pure wool worsted yarns, when the yarn linear density increased from 40 tex to 70 tex, the tenacity of the two-fold yarns increased from 7.8 to 8.3 cN/tex while that of the Siro yarns increased from 6.7 cN/tex at 40 tex, 8.5 at 60 tex to 8.7 at 70 tex. The Siro yarns, except for the 40 tex, were significantly stronger than the two-fold yarns, by 4.7% to 14.9% at twist factor 2.2. The breaking extension of Siro yarns was also significantly better than that of the two-fold yarns, by 60% to 73%. The evenness of the two-fold yarns was better than that of Siro yarns. At the twist factor of 2.2, Siro yarns were significantly less hairy than the two-fold yarns, by 10% to 18%.

For the wool/acrylic blended yarns, in referring to Table 7, the tenacity of two-fold yarns increased from 9.7 cN/tex at 40 tex, to 11.0 at 60 tex and 11.6 at 70 tex. Tenacity of the Siro yarns increased from 13.3 to 15.4 cN/tex. The Siro yarns were significantly stronger than the two-fold yarns, by 32% to 37%. The breaking extension of the Siro yarns was higher than that of two-fold yarns, by 56% to 125%. The evenness of the Siro yarns was better than that of two-fold yarns. The yarn evenness CV% of the two-fold yarn ranged from 15.8 at 40 tex to 13.1 at 70 tex while the evenness CV% of the Siro yarns decreased from 15.5 to 11.9 as the yarn linear density increased. The hairiness of the Siro yarn was lower than that of the two­fold yarn, by 44% to 50%.

From Table 8, it can be seen that the tenacity of wool/polyester Siro yarn was higher than that of the two-fold yarn, by 6% to 23%. The tenacity of the two-fold yarns increased from 13.9 cN/tex at 40 tex, 14.9 at 60 tex to 15.8 at 70 tex. The tenacity of Siro yarns increased sharply from 14.8 to 19.5 cN/tex. The breaking extension of the Siro yarns was higher than that of the two-fold yarns, by 3% to 20%. The evenness of the Siro yarns was also better than that of the two-fold yarns. The evenness of the Siro yarns and two-fold yarns ranged from 17.6 at 40 tex to 12.6 at 70 tex and from 18.6 at 40 tex to 13.9 at 70 tex, respectively. The Siro yarns were significantly less hairy than the two-fold yarns, by from 30% to 41%.

For the synthetic (acrylic/polyester) fibre blended yarns (Table 9), the tenacity of the two-fold yarns increased sharply from 15.4 to 22.3 cN/tex as the linear density increased from 40 tex to 70 tex. The Siro yarn again exhibited better tensile strength, by 4% to 27%, compared to the two-fold yarns; it increased from 21.0 cN/tex at 40 tex, 22.5 at 60 tex to 23.2 at 70 tex. The breaking extension was generally higher for the Siro yarns. The evenness CV% of the Siro yarns decreased from 14.3 to 12.2, and that of the two-fold yarns decreased from 14.2 to 12.9, as the yarn linear density increased. The two-fold yarns were more hairy than the Siro yarns. The hairiness of the two-fold yarns increased from 11.6 to 12.0 and the hairiness of the Siro yarns increased from 6.8 to 6.9 as the linear density increased from 40 tex to 70 tex.

4. DISCUSSION

The present work focused on a comparison of the yarn properties of Siro yarns and two-fold yarns of equivalent yarn linear density. It was found that the Siro yarns were generally superior to the two-fold yarns in terms of yarn strength.

The breaking strength of the Siro yarn is higher than that of the two-fold yarns of equivalent linear density due to the particular Siro yarn structure - due to the fibres being more firmly bound within the yarn structure. The two twisted strands of the drafted fibres caused some surfaces fibres to be trapped into the Siro yarn so as to increase the inter-fibre cohesion in the yarn which can withstand higher breaking forces. In Siro spinning, the sense of twist is the same for both the single ends and the composite product. This gives a yarn that is somewhat more compact , with a firmer core, than the usual two-fold yarn with opposing singles and folding.

The better tenacity of Siro yarn could also be ascribed to the fact that the single strands have comparatively low twist which results in better and more even load sharing by the constituent fibres. In the process of yarn formation, fibres distribution is subjected to the twisting operation. The combination of varying numbers of fibres per cross section with varying forces binding these fibres together because of twist variation leads to varying tensile properties.

Another relevant factor with respect to the inferior yarn strength of two-fold yarns is the additional freedom of lateral movement permitted to the fibres. During extension of the yarn, the plies become grossly deformed r.nd the lateral displacement of fibres at different initial positions appear to follow a complex pattern. Fibres initially in the centre of the plies begin to move towards the central yarn axis. Fibres at greater initial radial positions in the plies simultaneously begin to gather around their own ply axis which is already moving independently towards the yarn axis.

The Siro yarns generally also performed better than the two-fold yarns in terms of evenness and degrees of imperfections. This is because the Siro yarn is produced by two strands of roving ; there would be a better parallel and straightening effect between the separated fibre strands during drafting. Since peripheral distribution of fibres during spinning is a combined effect governed to a large extent by the staple length, fibre cross-sectional resistance to twisting and other process parameters, it would not be possible to deduce the exact relationship of the combined fibre parameters and yarn unevenness. The poorer uniformity of the two-fold yarns may also be due to the greater number of production processes involved in producing two-fold yarns as compared to Siro yarns.

The Siro yarns exhibited better results for Uster hairiness as compared to that of the two-ply yarns, probably due to the structural difference, in terms of the twisted fibre strands in Siro yarn being firmly bound to each other at both ends, thus resulting in a more uniform yarn when compared to the two-fold yarn. In Siro spinning, to achieve trapping of the surface fibres ,the two strands of fibres not only must be twisted about one another, they must also be twisted relative to one another. It creates a firmer binding of fibres into the body of the yarn. In the case of conventional two-fold yarns, the twisted single yarns of different materials are twisted together , the surface fibres are only regularly trapped at every turn or twist of the yarn.

Due to the fact that the folded ring-spun yarn was formed by twisting two single yarns together and the Siro was formed by twisting together two drafted strands of fibres, this could be expected to result in a poorer irregularity and higher degree of hairiness in two-fold yarns.

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Quality of Cotton Yarns Spun Using Ring, Compact and Rotor-Spinning Machines.

Quality of Cotton Yarns Spun Using Ring, Compact and Rotor-Spinning Machines as a Function of Selected Spinning
Process Parameters
Abstract
This work presents an analysis of the quality parameters of cotton yarns with linear densities of 15, 18, 20, 25, 30, and 40 tex manufactured with the use of ring-, compact-, and BD 200S & R1 rotor spinning machines. Slivers and rovings obtained from carded and combed middle-staple cotton were the initial half-products. We determined the functional dependencies of selected fundamental parameters of yarn quality, such as tenacity, elongation at break, unevenness of linear density, hairiness and the number of faults on the yarns linear density. The dependencies assessed allow us to calculate the quality parameters of cotton yarns for any given linear mass, and enable the modelling of yarn parameters for different carded and combed yarn streams spun with use of the various spinning machines which were the object of this research.
Key words: cotton, combed cotton yarn, carded cotton yarn, ring spinning, compact spin­ning, rotor spinning, quality yarn parameters, linear regression, non-linear regression, mean-square approximation.

Introduction
The process of converting fibres into yarn is complex, and requires many investigations and new technical & technological solutions. The importance of this problem is confirmed by the pub­lications of foreign authors. El-Mogahzy worked on the broad field of questions of yarn engineering [4]. Kim attempted to estimate yarn quality on the basis of its external view [ 14]. Ben-Hassen and Ren­ner carried out research on high drawings applied in cotton spinning, and their in­fluence on yarn quality [3].
Research on compact yarns, their quality, and the structure of compact and classi­cal yarns is found in the work of Jack­owski, Cyniak, & Czekalski [10], Krifa & Ethridge, and Basal & Oxenham [2]. Hyrenbach investigated the structure of rotor yarns and the advantages of apply­ing them in textile products [5].
The cotton yarns manufactured in Poland are faced with strong competition from yarns manufactured in India, Turkey, and China which have recently appeared on the Polish domestic market. In order to improve the quality level of the yarns manufactured, Polish domestic manufac­turers have implemented a series of new investments including the purchase of new machines, such as opening & clean­ing machines, carding machines, sets of combing machines, and new types of spin­ning frames. At present, as a result of these attempts, Polish yarns are of equal qual­ity, or even better, than imported yarns.
The authors are aware that it is possible to improve the quality of cotton yarns manufactured in Poland even further by combing the middle-staple length cotton, increasing the regularity of half-finished products, such as slivers & rovings, and using new types of spinning frames [12]. The investigations described in this arti­cle are a continuation of the research car­ried out by the authors on yarn quality and modelling the spinning process [6 - 9]. Special expectations are connected with the use of compact ring spinning frames in classical spinning and the R1 rotor spinning frames of the third generation of spinning machines in the rotor spin­ning process [6]. Tests with the use of a classical PJ ring-spinning frame and the BD 200S rotor-spinning machine were carried out in order to obtain valuable comparative results.
Middle-staple cotton with a staple length of 32/33 mm, a linear density of 165 mtex, a tenacity of 24.9 cN/tex, and an elongation at break of 7.7% were used as the raw material for our research. Sliv­ers with a linear density of 4.45 ktex and roving with a linear density of 600 tex were the initial half-products. The slivers were prepared from middle-staple cot­ton, which was carded and combed, with a percentage of noils at the level of 24%.
Yarns with linear densities of 15, 18, 20, 25, 30, and 40 tex were manufactured from the slivers and rovings prepared with classical and compact ring spin­ning frames, as well as the BD 200 and R1 rotor spinning machines. All the yarn
variants were laboratory-tested in order to assess such yarn quality parameters as linear density, number of twists, breaking force, elongation at break, work (energy) up to break, specific strength, uneven­ness of linear density, hairiness, and the number of faults. All tests were carried out in the laboratory of the Department of Spinning Technology and Yarn Struc­ture at the Technical University of Łódź, ture at the Technical University of Łódź, and documented in the elaboration of this research project. The tests of number of twists, specific strength, and work up to break were carried out only in order to establish those comparative yarn fea­tures which would allow us to check the repeatability of the yarns processed, and was not considered in the analysis presented in this article.
Aim of research
The basic aim of our research was to de­termine the influence of the type of card­ed or combed slivers which fed the spin­ning machine, and of the linear density of the yarn manufactured, on the quality parameters of yarns produced with the use of modern spinning frames, as well to determine the functional dependencies which would enable us to model the in­fluence of changes to the tested spinning process parameters on the yarn quality.
Partial models of the spinning process were developed for selected essential quality parameters, such as the yarn’s un­evenness of linear density, the tenacity, the hairiness, and the number of faults, which enable the values of these param­eters to be determined in dependence on the linear density of the yarn manufac­tured. The knowledge a priori about the spinning process and the results of the experimental research carried out were used to determine the desired functional dependencies.
Modelling the unevenness of the linear density of yarn
We investigated the dependence of the co­efficient of variation of the yarn linear den­sity CVy on the yarn linear density Tt for different kinds of cotton yarns and various types of spinning machines. This depend­ency has a non-linear character (Figure 1 see page 27), and can be approximated by functions of the following form [4]:
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Calculation of the theoretical value of the coefficient of variation of the yarn’s linear density CVT on the basis of Equa­tions (2) and (3), and its substitution as a variable into Equation (1), enabled the desired dependency to be linearised. The values of the coefficients C0 and C1 of the function (1) were assessed by the least-squares method [7]. Their value for different yarn and machine variants are presented in Table 1. The estimators of the standard deviation SCV of the variable CVy, accepted as an independent variable, were also determined, which means as­sessing the measuring uncertainties of de­termining the coefficient of variation CVy, the standard deviations SC0 and SC1 of the coefficients determined, and the linear correlation coefficient r between the vari­able CVy and CVT. The calculation results are listed in Table 1. The value of the co­efficient r confirm the very strong correla­tion dependency and the correct selection of the auxiliary variable CVT. Figure 1 presents the measurement results and the dependencies determined for the classical ring spinning frame (PO), the compact ring spinning frame (PK), and the BD 200S & R1 rotor spinning machines.
From the dependencies presented in Figures 1.a and 1.b. the self-evident con-
clusion results that the unevenness of the yarn’s linear density decreases with the increase in linear density according to Equations (1) and (2). The unevenness of combed yarns is smaller than that of carded yarns, and this is the cause of the improvement in quality of the former. It is interesting to note that the unevenness of carded compact yarns is very similar to that of carded rotor yarns, even though the fibres in the compact ring frame are fed through the drawing apparatus. The smaller unevenness of yarns manufac­tured with the use of the R1 spinning frame in relation to the yarns obtained by the BD 200S frame results from the use of Uster Polygard systems on each spin­ning position of the R1 spinning frame.
Modelling the tenacity of yarn
The yarn’s tenacity WW is one of the most significant yarn parameters which is decisive for breakages during the processes of spinning, winding, warping, weaving, and knitting, as the yarn break­age depends on the machines’ efficiency and product quality.
The dependency of tenacity on the lin­ear density of yarn was determined by experimental means, and modelling was carried out with the use of linear regres­sion [8, 13]:
The values of coefficients a1 and a0 were determined by the least-squares method. Their values for different yarn variants and various machines, the estimators of the standard deviation SW of the variable Ww, the standard deviations Sa1 & Sa0 of the co­efficients determined, and the coefficients of linear correlation r are listed in Table 2.
The values of the coefficient r within the range of (0.9-1.0) confirm a very strong
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correlation dependency between tenacity and linear density of yarn, and within the range of (0.7-1.0) a strong correlation de­pendency, as well as the correct selection of the linear regression model (4).
Figure 2 presents the measurement re­sults and the dependencies determined for the classical ring spinning frame (PO), the compact ring spinning frame (PK), and the BD 200S & R1 rotor spin­ning machines. From these dependen­cies, the distinct influence of the spinning machine type on the yarn tenacity can be seen. Yarns obtained by the classical and the compact ring spinning frames have the fibres arranged in parallel and straightened in the drawing apparatus of the frame, which causes their tenacity to increase. The process of arranging the fibres in yarn proceeds most advanta­geously in the compact apparatus of the frame. The yarn tenacity increases with the increase in the yarn’s linear density. Combing cotton also increases the tenac­ity of about 1-2 cN/tex.
Modelling the yarns elongation at break
The elongation at break E was analysed together with the yarns’ tensile strength
properties and with their tenacities. It is important that the elongation at break is not too small, as in such a case the yarn will break while winding.
The dependency of elongation at break on the yarn’s linear density was modelled with the use of linear regression (4). The values of coefficients a1 and a0 for differ­ent yarn variants and various machines, the estimators of the standard deviation SE of the variable E, the standard devia­tions Sa1 and Sa0 of the coefficients deter­mined, and the coefficients of linear cor­relation r are listed in Table 3. The values of the coefficient r within the range of 0.8-1.0 confirm a strong correlation de­pendency between elongation at break and linear density of yarn, as well as the correct selection of the linear regression model (4).
Figure 3 presents the measurement results and the dependencies determined for the classical ring spinning frame (PO), the compact ring spinning frame (PK), and the BD 200S & R1 rotor spinning ma­chines. From these dependencies it re­sults that the elongation at break increas­es with the increase in the linear density of the yarn. In contrast to tenacity, the elongation at break is smaller for yarns
obtained from classical and compact ring spinning frames than for rotor yarns. The fibre arrangement in rotor yarns is worse; during opening the fibres are torn off, followed by initial straightening and tensioning, and next they are broken.
The influence of the combing process on the value of the elongation at break is total unimportant.
Modelling yarn hairiness
According to Barella, yarn hairiness H is one of the more important parameters influencing the yarns’ usability from the point of view of the appearance of the fi­nal products [1]. We measured the hairi­ness with the Uster apparatus.
The dependency of hairiness on the yarn’s linear density was modelled with the use of linear regression (4). The val­ues of coefficients a1 and a0 for different yarn variants and various machines, the estimators of the standard deviation SH of the variable H, the standard devia­tions Sa1 and Sa0 of the coefficients de­termined, and the coefficients of linear correlation r are listed in Table 4.
The value of the coefficient r within the range of (0.9-1.0) confirms a very strong correlation dependency between hairi­ness and the linear density of yarn, as well as the correct selection of the linear regression model (4). Only for the case of the ring spinning frame and combed cotton does the r-value confirm a strong dependency.
From the dependencies presented in Fig­ures 4.a and 4.b, it results that the yarn hairiness of classical and compact ring yarns, both carded and combed, is higher than that of rotor yarns. The yarn hairi­ness increased with the increase in yarn linear density for all the yarns we tested, as the number of fibres in the yarn cross-section increases.
Modelling the number of thin places
Yarn faults in the shape of thin & thick places and neps are decisive on the exter­nal appearance of yarns and the products obtained from them. An optimum solution is the possible smallest number of faults.
The number of thin places p on the yarn’s linear density was modelled by the method of non-linear regression. The possibility of using different functions was tested. Calculations were made for
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polynomials of the 1 st, 2nd, and 3rd order, exponential functions of the 1 st and 2nd order, the functions described by Equa­tions (1 - 3), the inverse function, and the functions which are derivatives of the latter. The minimum of the sum of the mean square error approximation for all yarn types and the machines used was selected as the criterion for selecting the best dependency form to be accepted for use in our modelling. The best solution of approximation was obtained for the following equation:
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After substituting the auxiliary variable x to Equation (5), a model of polynomial
regression was obtained. The values of coefficients B2, B1, and B0 for the differ­ent spinning methods were determined by the mean square approximation. The estimators of standard deviation Sp of the variable p, and the linear correlation coefficient r and parabolic coefficient R [13] between the variable p and the aux­iliary variable x were also calculated. The calculation results are listed in Table 5.
The values of the coefficient r are within the range of (0.86-1.0), and those of R within (0.92-1.0). This indicates that the
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model of parabolic regression is better and of greater accuracy when used for investigating the dependency under dis­cussion than that of linear regression.
Figure 5 presents the measurement re­sults and the dependencies determined for the classical ring spinning frame (PO), the compact ring spinning frame (PK), and the BD 200S & R1 rotor spin­ning machines. From these dependencies, it results that the number of thin places of the yarn decreases with the increase in the yarn’s linear density, according to Equation (5). The highest number of faults appears in the thinnest yarn with a linear density of 15 tex, in which the number of fibres in the yarn cross-section is the smallest. What is more, thin yarns have the highest unevenness, and the faults are more clearly visible. We ob­tained the worst results for carded yarns manufactured with the use of classical ring spinning frames. Combed yarns were characterised by a very low number of faults.
Modelling the number of thick places
The dependency of the number of thick places z on the linear density of yarn was approximated by the function (5) with the basic function (6), which were selected to approximate the dependency of the number of thin places on the linear density.
The values of coefficients B2, B1, and B0 of the function (5) for the different spin­ning methods determined by the mean square approximation and the estimators of standard deviation Sz of the variable z, and the linear correlation coefficient r and parabolic coefficient R [13] between the variable z and the auxiliary variable x are listed in Table 6.
The values of the coefficients r and R are similar and fall within the range of (0.92-1.0). On this basis, a solution was devised to reduce the model of parabolic regression to the model of linear regres­sion. The calculation results are listed in Table 7.
The measurement results and the depend­encies determined for the classical ring spinning frame (PO), the compact ring spinning frame (PK), and the BD 200S & R1 rotor spinning machines for the mod-
el reduced are presented in Figure 6. As for the thin places, the greatest number of thick places is visible on the 15 tex yarn. The thicker yarns with linear densities of 35 tex and 40 tex have smaller numbers of thick places.
Thanks to the removal of the short fibres and impurities, the combed yarns have lower number of thick places by several
times. The worst results were obtained for yarns produced on the classical ring spinning frame.
Modelling the number of neps
The dependency of the number of neps n, on the yarn’s linear density was ap­proximated by function (5) with the basic function (6), which were used for approximating the dependencies of the
number of thin and thick places on the linear density.
The values of coefficients B2, B1, and B0 of the function (5) for the different spinning methods determined by the mean square approximation and the es­timators of the standard deviation Sn of the variable n, and the linear correlation coefficient r and the parabolic coefficient R [13] between the variable n and the auxiliary variable x are listed in Table 8. The values of the coefficients r and R are similar and fall within the range of (0.85-1.0). On this basis, a solution was devised to reduce the model of parabolic regression to the model of linear regres­sion. The calculation results are listed in Table 9.
The measurement results and the de­pendencies determined for the classical ring spinning frame (PO), the compact ring spinning frame (PK), and the BD 200S & R1 rotor spinning machines for the model reduced are presented in Figure 7. The dependencies presented confirm the similarity of the neps’ dis­tribution to the distributions of thin and thick places.
The smaller number of faults in yarns manufactured with the use of the R1 spin­ning frame in relation to yarns obtained by the BD 2005 frame results from using Uster Polygard systems on each spinning position of the R1 spinning frame.
Summary and conclusions
For selected essential yarn quality pa­rameters, the functional dependencies of these parameters on the linear density of the yarns manufactured were deter­mined.
The non-linear dependency of the coeffi­cient of variation of the yarn’s linear den­sity on the value of the linear density was linearised using the Martindale equation and the a priori knowledge about the spinning process.
The functional dependencies for the re­maining parameters were determined on the basis of experimental research.
The dependencies of tenacity, elonga­tion at break, and hairiness on the yarn’s
linear density, which were modelled with the use of linear regression, confirmed a strong or very strong correlation between the parameters tested and the linear den­sity. With the increase in the linear den­sity, the tenacity, the elongation at break, and the hairiness also increase.
The dependency of the number of faults, i.e. thin & thick places and neps, on the linear density of yarn was modelled by non-linear regression (5). The analysis of the coefficients of linear and para­bolic correlation and of the dependen­cies established enabled a reduction of the model’s order in the case of thick places and neps. With the increase in the yarn’s linear density, the number of faults decreases.
Yarns manufactured by the EliTe com­pact spinning frame in comparison with yarns manufactured by the PJ spinning frame are characterised by higher tenac­ity, smaller unevenness of their linear density measured on short segments, a significantly smaller number of thin & thick places and neps; as well as by a higher degree of elasticity, and funda­mentally lower hairiness.
Combed compact yarns have a lower te­nacity, a smaller unevenness of the linear density, and a smaller hairiness in com­parison to carded compact yarns.
The lower unevenness of the linear density of yarns manufactured with the use of the R1 spinning frame, and their smaller number of faults in compari­son with yarns manufactured with the BD 200S spinning frame, is the result of using Uster Polygard systems on each spinning position of the R1 frame.
The rotor yarns are characterised by significant quality parameters, such as unevenness of linear density, the number of faults, and hairiness, which are better than those of ring yarns, and can be ac­cepted as yarns of high quality.
The quality of the spun yarn can be sig­nificantly improved, while using equally raw material, by a suitable selection of the spinning system and the type of the spinning machine used.
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FACTORS AFFECTING ROTOR SPINNING OF FINE COTTON YARNS

by
AHMED SAYED SOLIMAN, B.S., M.S.
A DISSERTATION IN
AGRICULTURE
Submitted to the Graduate Faculty of Texas Tech University in Partial Fulfillment of the equirements for the Degree of DOCTOR OF PHILOSOPHY
INTRODUCTION
Commercial rotor spinning began in 1967 in Czechoslo­vakia. Since that time, many researchers have studied fac­tors that affect rotor spinning of fine yarns. At the pre­sent, the break-even point, i.e., the economical count beyond which rotor spinning becomes more expensive than conventional_ ring spinning, is becoming ever finer, and is now approaching Ne 30 (the English system is used for yarn count). The alter­native count system, tex or gram/kilometer, is given by tex X Ne = 590.6.
The purpose of this research was to study the interac­tion between five principal factors known to influence rotor spinning of fine cotton yarns. The factors investigated were raw material, preparation, sliver weight, count, and twist. The study was set up as a factorial design with two replications.

The general effect of varying any one of these factors on rotor spinning is already well understood. By examining their interactions, however, it was deemed possible to ac­quire information on a number of other troublesome questions which are enumerated as follows:
1. Is combing beneficial generally, or only at fine counts, or only with long-staple cottons?
2. Is a long-staple cotton generally advantageous, or only at low twist?
3. When a low-micronaire cotton is used, under what conditions, if any, does the higher number of fibers in the yarn cross-section offset the ten­dency to form neps? Is the net effect of a fine cotton a function of yarn count?
4. To what extent is very high draft undesirable, i.e., should finer slivers be used in spinning fine yarns?
5. Are there high-order interactions, e.g., does fine yarn call for a long combed fiber with a low sliver weight?
6. Are the results of spinning performance consistent with those obtained by measuring yarn properties such as evenness, tenacity and appearance?
REVIEW OF THE LITERATURE
2.1. The History of Spinning
Seven thousand years ago spinning was already well es­tablished as a domestic craft. At that time and until the early middle ages spinning was an incredibly slow and tedious task. Throughout this period the spinning of one pound of cotton into a yarn suitable for the weaving of what we would now regard as a fairly heavy apparel fabric would keep a spinner busy for several weeks.
The earliest spinners probably twisted the yarn directly between finger and thumb but the spindle-and-whorl (a small clay, stone or hardwood flywheel to facilitate rapid rota­tion of the spindle) became the universal tool of spinners at an early date. The process was necessarily discontinuous.
With the wheel-driven spindle, as with the simple spindle, spinning remained a discontinuous process, and it was not until 1519 that Leonardo da Vinci invented a con­tinuous spinning device, the spindle-and-flyer mechanism.
The invention of the flyer marked a big step forward in that, for the first time, it allowed twisting and winding-on to proceed simultaneously. An early embodiment of the prin­ciple, the Saxony wheel, appeared in 1555 and quickly became established as offering the most efficient way of spinning the relatively coarse woolen yarns which were in great de­mand in Northern Europe.
In the 1760's, Richard Arkwright succeeded in estab­lishing the first successful commercial mills, based on the use of the automatic continuous spinning machine, later known as the water frame.
The third and final step in this first phase of mechani­zation of spinning was the mule invented by Samuel Crompton in 1779, so-called because the mule was a hybrid between the roller drafting of the water frame (to achieve fineness) and the inherently stable system of drafting against running twist of the jenny. By this means it was found possible to spin yarns fine enough for the weaving of Indian-type muslins. The mule, too, was commercially successful, particularly for the spinning of fine yarns.
The opening years of the 19th century were years of frenzied activity. By this time the mule had become by far the most popular spinning machine. Eventually a completely automatic mule was devised by Richard Roberts, 1827.
In the same year (1828) that the cap frame appeared, John Thorp patented his ring frame. Only one year later the last important step was taken when Addison and Stevens patented the ring-and-traveler, a concept which became the dominant spinning device in the 20th century.
Jenny, mule, throstle,and ring frames introduced twist into the yarn being spun by rotating the package (or "bobbin") of yarn.
By 1960, there were many contenders for the great prize of introducing a commercially successful "open-end" spinning machine (Catling, 1983). The first development of a mill-scale open-end machine (Czech KS 200 Break Spinner) was de­monstrated in 1966 by Vyzkumny Ustav Bavinarsky (V.U.B.), a Textile Research Institute in Czechoslovakia. This machine was soon accepted in industry.
In 1967, the BD 200 rotor spinning machine--a modifica­tion of the previously mentioned machine--was also announced by the V.U.B.
Since that time, many workers have been interested in studying, applying, and developing rotor spinning machines.
2.2. Factors Affecting Rotor Spinning
of Fine Cotton Yarns

Many factors are known to affect the process of rotor spinning; a number of these factors are as follows.
2.2.1. Raw Materials and Their Properties
The open-end rotor-spinning system is especially suitable for short-staple fibers (LUnenschloss et al, 1975). Good results were obtained by Vaughn and Rhodes (1977) using fiber of medium length, with intensive gin cleaning. Because trash accumulation in rotors makes this type of spinning es­pecially sensitive to impurities, it was early realized that thorough cleaning is required (Liinenschloss and Hummel, 1968). Their conclusions were based on comparative trials in which American cotton was spun by both ring and rotor (BD 200)
systems. They showed that, despite the need for higher twist, the rotor yarn was better in most respects, such as evenness, abrasion resistance, extensibility and reduced hairiness, but the ring-spun yarn was stronger. A similar comparison using African cottons (Bruggeman, 1979) concluded that the method
of spinning affects fabric properties in the warp and filling directions as much as do the origin and type of cotton.
Cheaper mechanically harvested cottons were rotor-spun on a BD 200 RC, a modified BD 200 machine equipped with a cleaning system (Pospisil, 1976). The yarns obtained had reduced breakage rate, and improved yarn quality, i.e.,
fewer thin and thick places. Using a PR-150-1 rotor spinning machine to make 250-tex cotton yarns,Shcherbakova et al (1983) likewise showed that lower-grade cotton can be pro­cessed on this machine, leading to fewer faults and a more regular yarn than those processed on the ring frame. Similar results were obtained by Chemie and Kowalski (1983) in mill trials on low-grade R3 Soviet cotton.
Several cottons of staple length <7/8" were spun in both ring and rotor machines (Pillay, 1975). He found that fab­rics from 0-E yarns had significantly lower breaking strength, tearing strength, and bursting strength than fabrics from ring-spun yarns; fabric breaking elongation, air permeability, and abrasion resistance were not substantially altered. Despite the fiber disorientation in rotor yarns, which pre­vents fibers from making their full potential contribution
to yarn strength, researchers at Texas Tech University (1978) reported that strong open-end spun yarn was produced from Paymaster 266 cotton. A 59-tex (Ne 10) yarn was found to have Uster single yarn strength of approximately 800 g.
The finest yarn count that could be spun in a Rieter M1/1 machine was found to be limited by the quality of the raw material, particularly fiber fineness (Stalder, 1979).
2.2.2. Preparation for Spinning
Despite improvements in trash extraction in rotor frames, it has long been known (e.g., Kluka and Wojciechowski, 1973) that thorough cleaning in preparatory processes is repaid by a reduced rate of end breakage during rotor spinning. Using Texas cotton, Towery (1976) found that 3 cardings and 2 drawings gave the best yarn strength by reducing plant resi­dues and very short fibers before spinning. Simpson (1978) reported that strength of the 0-E yarns from double-carded sliver is greater than from single-carded sliver.
The use of Crosrol web cleaners at the card, and card autolevelers, were examined by Vila et al (1982). Auto-leveling at the card increased the tenacity and breaking elongation of yarns spun in a BD 200 rotor frame, but only the elongation of yarns from a SUssen machine, however, con­ventional two-stage drawing improved yarn evenness and re­duced the incidence of slubs and other imperfections. The sequence recommended by Borzunov and Puzanova (1978), who used a BD 200-M-69 machine is: tandem carding with a web
crusher and drawing zone, followed by a single drawing.
Uniform card sliver is necessary to produce strong yarn (e.g., PUtzschler, 1976). Nep formation in carding was found to be lower in Indian Sujata and Hybrid 4 cottons when compared with two imported varieties (Giza 45 and Sudan XG2VS). When the fibers were combed, however, the imported cottons produced stronger and more even yarn.
Several other investigators have examined the effect
of combing on rotor spinning, mostly using long-staple cotton. Artzt and Hehl (1978) made a comparative study of ring- and rotor-spun yarns from combed and carded sliver. The effects of sliver fineness, fiber strength, and combing on the pro­perties of the yarns were all evaluated. Results suggested that quality criteria which necessitate combing for ring-spun yarns do not apply to rotor-spun yarns, and that the quality of rotor-spun yarns is not adversely affected by a certain proportion of short fibers. Knitted fabrics made from carded rotor yarn were comparable in most properties with those made from combed ring yarn, except that the hand of the rotor yarn was subjectively judged as being harsher (Bruno, 1980).
Gupte et al (1981), studying four Indian cottons on a Platt Hartford comber, showed that all the important fiber length parameters such as mean fiber length, short fiber percentage, and dispersion percentage can together explain almost all the variations taking place in yarn strength after combing.
2.2.3. Sliver Weight and Spinning Draft
Open-end methods have the general advantage of allowing very high draft and enabling yarn to be spun direct from sliver. Drafts in the opening zone of about 100 are con­sidered optimal for a BD 200 S machine (Audivert and Castellar, 1981). Drafts exceeding 300 are feasible as long as the delivery speed from the drafting system is high enough (Krause and Soliman, 1970). With a yarn withdrawal speed
of 120 m/min they processed 4 kilotex sliver with a draft of 363. This maximum feasible draft is reduced at shorter staple lengths (Frey, 1974). As an example, Starodubov (1981), studying yarn formation during mass piecing-up on BD 200-M-69 machines, concluded that 18.5 and 50 tex (Ne 32 and 12) cotton yarns could be produced from a 3.7 ktex (52 gr/yd) sliver with a fiber length of 30 to 31 mm.
Very high draft causes uneven yarn and excessive end breaks. Finer sliver is recommended in spinning fine yarns (Landwehrkamp, 1979). For a yarn count of 33 to 100 tex (Ne 6 to 18) a sliver weight of about 4 ktex (56 gr/yd) is
needed; for yarns of 25-33 tex (Ne 18 to 24) a sliver weight of 3.4 ktex (48 gr/yd) and for finer yarns of 20-25 tex (Ne 18 to 30), a sliver weight of 2.5-3 ktex (35 to 42 gr/yd) is recommended in order to avoid excessive drafts. Likewise,
a formula for predicting yarn evenness developed by Seshan et al (1979) shows opening-roll draft as one of the three chief components of yarn irregularity.
2.2.4. Yarn Count Range
Rotor spinning has been more successful in spinning coarse yarns. As yarn becomes finer, ring spinning is generally more economic because spindle speed can be in­creased and the capital cost/spinning position is much lower. Knitting yarns in the range 12 to 400 tex were rotor-spun at the Textile Research Center, Lubbock, Texas (Towery, 1976). Rohlena (1977) reported that the BD system can produce yarn of fine counts. Tex counts of 15 and 17 were spun from medium-quality cottons. He added that the BD 200 S is a more universal machine able to spin yarns from 15 to 100 tex (Ne 6 to 40) with yarn-withdrawal speeds up to 150 m/min. The superior evenness of rotor yarns was found to extend to yarns as fine as 19 tex (Ne 31) spun on a BD 200 S machine (Lennox-Kerr, 1979). Attempts to spin finer yarns on rotor machines hav3 met with excessive end-breakage rates. For example, workers at Texas Tech University (1980) spun 7 tex (Ne 80) yarn from grade 3 combed Pima cotton on Elitex BD 200 S at
10 rotor positions, but with 19 ends down/1.5 rotor hours. However, Sultan and El-Hawary (1974) found that the BD 200 open-end spinning machine could not be recommended for spin­ning fine yarns from long-staple Egyptian cotton. Instead, shorter cottons can be used more effectively to produce yarns of coarser count.
As distinct from technological possibility, economic feasibility has generally been limited to coarse and medium
counts (Stalder, 1972). Earlier, S.A.C.M. (1967), in mar­keting the Integrator which is a turbine spinning machine, advised that the effective range of yarn count is from 36 to 170 tex. Cizek (1968), using the BD 200 break spinning mac­hine under mill conditions in Czechoslovakia, reported that the count range limits tested are from 15 to 62 tex (Ne 10 to 40) on fiber with staple length up to 40 mm. Similar conclu­sions were reached by Wassef (1972). Frey (1974) and Herold (1976) suggested an economic limit of 25 tex (Ne 24) and Lennox-Kerr (1974), referring to Platt Rotospin 833 and 835 machines, indicated 20 tex (Ne 30). Jain and Marwaha (1975) confirmed that the rate of return on investment in rotor spinning in the initial years is satisfactorily high for counts between 32 and 59 tex (Ne 10 and 18) and that, even for counts as fine as 20 tex, the long-term return is good. In general, it was considered profitable to adopt open-end spinning in India, particularly for mills producing coarse and medium counts. Commercial production by Daiwa was limited to yarns of 32 tex (Ne 18) and coarser (Konishi, 1976). A practical limit of 30 tex (Ne 20) was also found for blends of cotton and man-made fiber having staple lengths up to 40 mm (Tyukov et al, 1981).
Nikolic (1980) reported that the quantitative and econo­mic indices for a 20 to 50 tex (Ne 12 to 30) yarn are signifi­cantly better if open-end spinning is used. However, the qualitative index is better and the range of application is
wider if ring spinning is used. Brunk (1982) used combed long-staple cotton to spin fine yarns in a rotor spinner. Starting with fiber counts of 100 mtex, it was possible to spin yarns of 14 to 16 tex (Ne 37 to 42). The study showed that the yarn strength efficiency is related to twist in a similar way for 110 to 170 mtex fiber. Cost analysis showed that rotor spinning of fine fibers into fine yarns is advan­tageous only in comparison with ring spinning of combed cot­ton.
Fine (21 tex = Ne 28) rotor yarn was found to be weaker and less rigid than ring-spun yarn. Coarser (49 to 67 tex or Ne 9 to 12) rotor yarns were more rigid than corresponding ring yarns (Tiranov et al, 1977).
Artzt and Schenek (1977) investigated the effect of rotor diameter, yarn count, and rotor speed on the minimum twist level. Rotors having diameters of 45, 55, and 65 mm over a yarn count range of between 25 and 125 tex (Ne 4 and 24) with rotor speeds from 45,000 to 65,000 rev/min, were used.
Results showed that fine yarns should be spun on small rotors, while larger rotors were suitable for coarse yarns.
2.2.5. Yarn Twist
Cotton yarns spun on BD 200 spinning machines need 10- 15% more twist than ring-spun yarns (Barella and Vigo, 1970; Herold, 1976). Audivert (1981) found that the more flattened twist/strength curves of rotor-spun yarns, compared with those of ring-spun yarns, were attributed to the increase in
fiber breakage and reduction of fiber straightening. Barella et al (1982) indicated that the diameter of cotton rotor yarns was influenced to a lesser extent by twist angle than ring yarns. Rotor-spun yarn was found to have a greater diameter than a conventional ring-spun yarn because of the different method of applying twist (Barella et al, 1984).
Higher twist values were found to be one answer to the problems of higher end-breakage rate and reduction of yarn breaking strength that characterize rotor spinning when com­pared with ring spinning, (Coll-Tortosa and Phoa, 1976). Audivert (1980) indicated that in rotor-spun cotton yarn, elastic recovery varied directly with yarn twist and in­versely with percentage elongation. The effect of twist and draft on cotton yarn properties was studied by Polyakova (1980). She confirmed that twist should increase with in­direct count by an exponent just above 0.5. Mitova (1981) found that the abrasion resistance increased with twist due to greater cohesion.
The resistance to repeated extensions of cotton rotor-spun yarns tends to increase as the twist increases (Barella and Manich, 1981). Researchers at Texas Tech University (1981) studied the influence of twist miltiplier level on count-strength product. They found that yarns formed by a Platt T 883 spinning machine were superior to those formed by the older type of spinning unit. For combed long-staple fibers in the range 0.11 to 0.17 tex, the fiber-strength
utilization in yarns spun in a BD 200 RS machine increased directly with twist (Brunk, 1982). Barella et al (1983) concluded that twist did not affect yarn regularity, but it did influence very significantly the accumulated trash in the rotor. The most satisfactory twist was found to be 1200 t/m at yarn count of 16.5 tex (Ne 36) and twist multiplier of 4900, (Yurkova et al, 1983). The difference between the theoretical and the measured twist in rotor spun yarns was found to be affected by the type of rotor, the atmospheric pressure in the cleaning system, the rotational speed of the opening roller, and the number of fibers in yarn cross-section (Manich and Barella, 1984).
2.3. Yarn Properties
2.3.1. Yarn Appearance
The yarn produced by the rotor spinning method was characterized by a very even appearance and low breaking strength (Shimizu et al, 1968). Louis (1978), comparing the ASTM method and Uster evenness Tester data, indicated that the Uster data were found to be adequate in indicating grades, provided that a narrow range of yarn count was in­volved in each evaluation.
2.3.2. End Breakage in Spinning
In order to ensure normal operation of a BD 200 spin­ning machine, yarn breaks must not exceed 50/1,000 rotor
hours (Feigenberg et al, 1970). It is possible to reduce yarn breakages while at the same time reducing the amount of twist necessary for spinning on BD machines by fitting a guide edge of specified radius in the yarn withdrawal path (Hom, 1974). El-Messiry (1977) indicated that economic ef­fectiveness in spinning Egyptian cotton was found to fall rapidly at a breakage rate exceeding 500 ends/1,000 rotor hours. Yarns with a linear density of 29.4 tex (Ne 20) were spun on PPM rotor spinning machines at rotor speeds of 60,00C r.p.m. with 40 breakages/1,000 rotor hours (Avrorov and Privalov, 1983).
2.3.3. Yarn Evenness
Krause and Soliman (1971), Douglas (1972), and Lord (1974) have stated that evenness of rotor-spun yarn was bet­ter than ring-spun yarn, due to the deposition of fibers on the inner wall of the spinning rotor. The effect of cotton fiber maturity on the irregularities of yarns spun on ring frames and rotor spinning machines was studied by Czaplicki (1973). He found that yarns spun on a ring frame from fully mature fibers were more regular than those from immature ones, while quality of rotor yarns was little affected by fiber maturity.
Because of the low number of thick places and knots after cleaning in coarse to medium counts, rotor-spun yarns have been considered ready for further processing without
winding (Rohlena, 1974). Delerm (1976) explained how the quality advantages of rotor-spun yarns (uniformity, absence of knots, good covering power) can be exploited.
2.3.4. Yarn Tenacity
Fibers migrate in spinning differently from those in ring-spun yarn and the fiber-helix wavelengths vary according to yarn radius; fiber tensions are lower. Bridging fibers are converted into hooks, thus reducing the effective fiber length in the yarn (Lord, 1971). These factors contribute to the weakness, bulk and extensibility of rotor yarns. Yarn strength increases as the fiber's staple length increases in the range 31.5 to 37.6 mm and its linear density decreases, but fiber strength utilization in the yarn decreases as staple length increases (Chukaev and Manakova, 1972). They concluded that fibers with shorter staple lengths were used more effec­tively in spinning on the BD 200 machine. Yarn strength was found to depend less on sliver uniformity than on the blending and cleaning derived from the two drawing processes that gave maximum yarn strength (Texas Tech University, 1978a). The lower yarn strength of rotor yarns from a BD 200 machine was explained by a decrease in modal length of 3 to 5 mm (Kochet­kova and Kovacheva, 1976). Part of the low fiber-strength utilization in rotor yarns is explained by surface wrapper fibers, which comprise an increasing proportion of the yarn as yarn count becomes finer (LUnenschloss and Kampen, 1976). The effect of three types of rotor profiles (narrow-, medium-
and wide-grooved) in a Platt Saco-Lowell T 833 machine was examined (Texas Tech University, 1984a). The narrow groove produced the strongest and most uniform yarn.
The relationship between fiber and yarn properties has been described in a series of publications from the Textile Research Center. For a nearly constant micronaire value, 96% of rotor yarn strength variation at both 23 and 59 tex (Ne 10 and 26) can be explained by fiber strength variation (Texas Tech University, 1978b). The Stelometer instrument
was found to be the most sensitive predictor of yarn strength (Texas Tech University, 1984b). Tests on Acala 1517-75 cot­ton and a hybrid Upland X Pima cotton on a Rieter M1/1 mac­hine and a Saco-Lowell SF3H ring frame showed that the higher length and strength of the hybrid cotton contributed to high yarn strength regardless of yarn count (Texas Tech Univer­sity, 1980).
2.4. General Comparison of Ring and
Rotor Yarns
Many investigators, such as Locher and Kasparek (1967), Kasparek (1968), Barella and Torn (1969), Pospisil and Kasparek (1969), Burlet et al (1971), Parthasarathy and Govindarajan (1972), Hunter et al (1976), and Santhanam (1977), have shown that rotor yarn is weaker on average than ring yarn but, being more even, has better appearance and is relatively free of weak spots that may cause yarn breaks in later processes.
MATERIALS AND METHODS
3.1. Materials
The materials utilized in this study consisted of two long-staple cottons; Pima, (Gossypium barbadense L.), hence­forth alluded to as (A), and a California variety, (Gossypium hirsutum L.) alluded to as (B), plus two short-staple G. hirsutum L. varieties, a West Texas fine (C), and a West Texas coarse (D). All of these cottons were sampled and tested for fiber properties at the sliver stage.
3.2. Preparation
Two samples of the long-staple cotton, weighing 110 lb each, were introduced into the Textile Research Center opening/cleaning/carding line, to produce card sliver. Be­cause the waste expected to be removed in combing the short-staple cottons exceeds that of the long-staple types, 120 lb of C and D were fed to the opening hoppers. Total opening and carding waste as a percentage of the weight fed was mea­sured as 6.7% and 9.5% for A and B, respectively, and 10.2% for C and D.
The card sliver of both long-staple and short-staple cottons was divided into two unequal parts, 45% and 55% of the card sliver weight, for carded and combed sliver, respectively.
For the coarse slivers, forty-five percent by weight of the card sliver was passed through two successive drawing processes by using the draw frame. The remaining fifty-five percent of the same card sliver was pre-drawn once, lap-formed, combed and drawn twice again before being rotor-spun.
The fine slivers all required an additional drawing for attenuation to 30 gr/yd. This introduced some short-term irregularity and raised sliver C.V. values (see Appendix). Moreover, Vaughn (1975) reported a yarn strength increase
of two percent due to a third drawing. For these reasons, any comparisons of results between the two sliver weights are to be interpreted cautiously.
For setting counters to determine the length to be taken for different pre-spinning processes, the following equation was applied:
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3.2.1. Spinning
In the rotor spinning stage, sixteen cans were used, as follows:
1--Cans of 60-grains/yard sliver
a--four carded lots b--four combed lots 2--Cans of 30-grains/yard sliver
a--four carded lots b--four combed lots
The spinning process was carried out from the sixteen cans by using the rotor spinning machine BD 200-S to convert the slivers into yarns. Eight spinning positions were chosen, with the sliver samples arranged at random in front of each
position.
3.2.2. Spinning Conditions
1--Rotor speed was 46,400 r.p.m.
2--Opening roll speed was 6,200 r.p.m.
3--Opening roll type was OK 40
4--Rotor diameter was 54 mm
5--Navel type used was:
a--smooth for maximum strength at high twist b--grooved for spinnability at low twist
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then adjusted if necessary after checking the yarn count of a 120-yd sample in the skein winder. On the basis of the adjusted draft, the exact value of yarn count was evaluated.
In general, twist (tpm) decreases with increasing tex count according to t=k/texn where t is twist in turns/metre, k and n are constants. For present work, an exponent, n, of 0.60 was used.
High and low twists in turns/metre were calculated ac­cording to the two following equations, respectively, for
Ne 20, 30 and 45 (29.5, 19.7 and 13.1 tex, respectively): High twist = 6700/tex0.6 , i.e., 879, 1120 and 1429 tpm Low twist = 4900/tex0.6 , i.e., 643, 819 and 1045 tpm
Put another way, the simple twist multiplier, defined as
turns/metre multiplied by tex, was increased in proportion to
tex-0.1
In addition, the spinning time and the number of yarn end-breaks at each spinning position were recorded.
3.2.3. Identification Code
Every cheese of yarn was identified by a six-digit code. Every one of the six digits identifies fiber, processing, sliver weight, yarn count, twist and replications, respec­tively.
The first digit of the identification code represents four levels of the cotton fibers.
1 = Pima
2 = California
3 = West Texas fine
4 = West Texas coarse
The second digit refers to processing: number 1 for
the carded sliver, and number 2 for the combed sliver.
The sliver weight (60 or 30 grains/yard) was described
by the number 1 or 2 in the third identified digit.
The fourth digit had the number 1, 2, or 3 according to
the yarn count, 45s, 30s or 20s, respectively.
High and low twist were expressed by number 1 or 2 in
the fifth digit.
The last identification digit represents the first or second replication, according to the number (1 or 2).
Example:
identification code = 212111
2 = California cotton
1 = Carded sliver
2 = Fine sliver weight (30 gr/yd)
1 = Fine yarn count (45s) 1 = High twist
1 = First replication
The levels of each factor are summarized in Table 1.
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3.2.4. Fiber Tests
The cotton fibers were tested using the Motion Control High Volume Line (HVL), to measure:
1--Micronaire
2--Length
3--Uniformity ratio (UR)
4--Tenacity
3.2.5. Sliver Tests
The above-mentioned properties were investigated for cotton sliver, but a newly available Peyer instrument was used to measure length distribution. Both fiber length
(2.5% span length in inches) and uniformity ratio were tested in accordance with corresponding ASTM standards. The Stelo­meter was used to re-examine fiber tenacity (g/tex).
In addition, fiber micronaire, hair weight (mtex) and maturity (%) data were measured by the Shirley/I.I.C. Fineness-Maturity Tester (FMT).
3.2.6. Yarn Tests
Yarn appearance was assessed according to ASTM D2255-75, with each result based on the mean of three independent ob­servers.
Each yarn evenness result is a single determination
made on an Uster evenness tester at 100 m/min for 2.5 minutes, and thus represents 250 m of yarn.
Yarn strength was measured automatically in an Uster
Tensorapid instrument, with 25 breaks for each replicate. Thus, for instance, each of the four fibers was tested 1200 times; each sliver weight, 2400 times, making for a sensitive measure of factors affecting strength. Tenacity was cal­culated by dividing the mean strength by the nominal yarn count. Deviations between nominal and actual count were slight.
3.3. Design of the Experiment
A factorial design was used, primarily because of its capability of detecting both main effects and factor-interactions among studied factors.
Table 1 represents the factors and number of their levels; both control and experimental. With each combina­tion repeated, there were 192 spinning experimental units, with corresponding tests of yarn properties.
Results of yarn end-breakage, evenness, and tenacity were logarithmically transformed for the following reasons:
1--to make the residual variance homogeneous
2--to avoid spurious interactions
The results of yarn appearance were not logarithmically trans­formed, however, because this property depends on eye response, which varies with the logarithm of the stimulus. This is confirmed by the fact that appearance results are already normally distributed. End-breakage rate/rotor hour (EDRH)
was transformed into In (1 + EDRH).
RESULTS
The present data illustrate the effect of five factors (raw material, preparation, sliver weight, yarn count and twist) on rotor-spun yarns of four different cottons (Pima, California, West Texas fine, and West Texas coarse).
The effect of combing on the fiber properties; mean length, coefficient of variation of length, the percent of long fibers >1.25", the short fibers <0.5", 50% and 2.5% span lengths, uniformity ratio, micronaire, maturity, hair weight, tenacity and the calculated number of fibers in the yarn cross-section, is shown in Table 2. These properties were measured on the sliver as spun, and their effects on spinning were assessed by four sets of measurements: appearance, end breakage rate, evenness and tenacity.
Table 2 represents the effect of carding (Q) and both carding and combing (R) on the properties of the cotton fibers. The percentage change due to combing (Z) is also illustrated. The AL-101 apparatus was used for all length measurements. The uniformity ratio (U.R.) of the sample was calculated according to the following equation:
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Micronaire, percent maturity and hair weight (mtex)
were evaluated by using the Shirley/I.I.C. Fineness-Maturity
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Tester (FMT). The Stelometer apparatus was utilized to mea­sure the tenacity of the cotton fibers expressed as grams/ tex at 1/8 -inch gauge length. The table also shows the cal­culated number of fibers in the yarn cross-section according to the following formula:
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In the fine yarn, only the fine West Texas cotton reached a standard of 100 fibers in the yarn cross section. The two West Texas cottons differed chiefly in micronaire value, about half of this difference being due to fineness, half to immaturity.
Table 3 illustrates the appearance of the cotton yarns. Measured letter grades were quantified according to the fol­lowing table:
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Intermediate grades were assigned numerical values between the above figures, e.g., B+ became 115, B- was 105.
Table 4 shows the effect of combing on the yarn end-
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breakage rate per rotor hour under the previously mentioned conditions. The following equation was applied:
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Tables 5 and 6 represent the yarn evenness and tenacity of the tested cottons expressed as C.V.%- and g/tex by using the Uster evenness tester and Tensorapid, respectively. The effect of combing after carding on the fibers of different counts (45s, 30s, 20s) at the high and low twists was studied in both the coarse and fine slivers.
Table 7 summarizes the effect of tested factors on cot­ton yarn properties (appearance, end-breakage rate, evenness and tenacity). Analysis of variance was carried out using the TELEX 178 computer and applying the subprogram SPSS.
The significance of main effects and all interactions was evaluated at three different levels.
Table 8 is a summary of the main factors (cotton fibers, preparation, sliver weight, count and twist) as measured by the properties (appearance, end-breakage, evenness and tena­city) of yarns produced from the four cotton types (Pima, California, West Texas fine, and West Texas coarse). Minimum significant difference between pairs of readings can be determined approximately from clip_image022
where s is the residual standard deviation of the logarithms
R is the mean reading in original units
k is the number of categories being compared
Pairs having any common superscript are not significantly

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different at the 5% level.
Three yarns could not be spun to a count of Ne 45 with low twist from carded material of Lot D, the coarse West Texas cotton, both replicates from the fine sliver and one from the coarse sliver. Such yarns as were made from these broke repeatedly in spinning and contained so much seed yarn that any tests on them would have been invalid.
To complete the analysis of variance, these missing values were calculated in the usual manner except that the result in the same cell was assigned high and low values to give two replicates having the same variance as the average residual variance. These missing values caused the number of laboratory measurements to be reduced from 192 to 189, the residual degrees of freedom from 96 to 94, and the degrees of freedom in the highest-order interaction from 6 to 5. This procedure always causes the analysis to err on the conserva­tive side, possibly overlooking some effects but avoiding the risk of detecting false effects.
DISCUSSION
This chapter describes all significant interactions in­cluding any corresponding lower-order interactions and main effects, which are not discussed further, except descrip­tively in Table 8. M.S.D. is the minimum significant dif­ference based on the logarithms used in the analysis. This is the most exact criterion.
5.1. Yarn Appearance
Because the test uses different photographic standards for the three counts, any differences between counts are to be interpreted cautiously.
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Combing significantly improves yarn appearance, but only at fine and medium counts (45s and 30s) with fine sliver. This improvement of yarn appearance by combing is in accordance with Srinathan et al (1976), as shown from Table 9.
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In general, the best yarn appearance was observed in W.T. Coarse cotton at all yarn counts, but especially with coarse sliver (60 gr/yd). Improving yarn appearance by using W.T. coarse cotton may be attributed to the coarseness and maturity of the fiber, which tends to decrease the number of neps in the yarn. This cotton gave better appearance than any other with 45s yarn and fine sliver, as shown from
Table 10.
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5.1.3. Effect of Twist on Yarn Appearance
As shown from Table 8, high twist with a smooth navel gave significantly better yarn appearance than low twist with a grooved navel. There were no significant interactions in­volving twist, one of only two instances in the experiment
in which an unqualified main effect was identified. The main effect (Table 8) indicated a quite general improvement in appearance at the higher twist. This consistency confirms that the two twists selected for each of the three quite dif­ferent counts were appropriate.
5.2. End-Breakage Rate
The results were not normally distributed, because of the number of trials in which no breaks occurred. Therefore, only effects showing a significance level below 3% are discussed.
5.2.1. Fiber X Count X Twist Interaction
Apart from the extraordinarily high rate for the coarse W.T. cotton at low twist, all counts show similar rates of end break, with the lower twist consistently causing more breaks, especially in the coarse W.T. cotton. The findings indicate that high twist improved yarn end-breakage rate. This confirms the results of Coll-Tortosa and Phoa (1976), who reported that higher twist values are one answer to the problems of increasing end-breakage rate, but this is not true of the long Pima cotton, as shown from Table 11.
5.2.2. Fiber X Preparation X Sliver
Weight Interaction
Table 12 shows that reducing the sliver weight greatly reduces the rate of end breaks, although with combed W.T. fine and California cottons, the rate is already so low that the effect is negligible. Combing is likewise beneficial, though the effect is not significant in fine W.T. cotton from fine sliver. On average, combing reduced the end-break rate by a factor of 3.5, and halving the sliver weight halved the rate of end breaks. Work loads in rotor spinning can therefore be increased if the sliver is attenuated and the fiber is combed.
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5.3. Yarn Evenness
In general, yarn evenness results were poor, near the Uster provisional 75% level (Zellweger Uster, 1982, p. 34). This is, however, typical of tests in which the wrapper fibers are redistributed in the hairiness measurement which comes before the evenness test.
5.3.1. Sliver X Count X
Twist Interaction
Table 13 shows that higher twist impairs evenness, but in conventional rotor spinning, where a heavy sliver is used to make a coarse yarn, this effect is not significant. Con­sequently, the advent of fine-yarn spinning, and the use of finer sliver to reduce draft, may cause more irregularity than is at present apparent to manufacturers, especially when high twist is applied in an effort to maximize yarn strength in fine yarns. Barella et al (1983), testing Ne 12 and 16 yarn, reported that twist has no influence on yarn irregula­rity (two machines were used in their study, SUssen and SKF). This result confirms our finding at Ne 20.
5.3.2. Preparation X Twist Interaction
Table 14 shows that the tendency for evenness to improve at low twist is more pronounced in carded than in combed fiber. Combing has a better effect on yarn evenness at high twist. Thus, in general, lower twist gives better yarn C.V.
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5.3.3. Preparation X Sliver
Weight Interaction
Table 15 shows that coarse sliver gave better evenness, but only in carded yarn. This implies that spinners could achieve better yarn evenness by choosing coarse slivers to be spun on rotor machines. Attenuating the sliver, despite a substantial reduction in end breakage, did increase yarn irregularity, especially in carded sliver. Because drawing
was done without autoleveling, there is potential for greatly-improving the evenness values quoted in the appendix, hence the yarn evenness, especially from fine sliver.
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5.3.4. Fiber X Twist Interaction
Low twist improved yarn evenness only in Pima and West Texas coarse cottons. Evenness of yarns from the ordinary rotor-type cottons could not be improved much by reducing twist. But, in general the long-staple cottons (Pima and
California) gave better yarn evenness than the short-staple cottons (W.T. fine and W.T. coarse) especially at low twist, as shown from Table 16.
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5.3.5. Fiber X Count Interaction
Table 17 shows that coarse count (20s) gave the best yarn evenness with Pima, California, and coarse W.T. cottons, but less so in fine W.T. cotton. In general, the best result was obtained at 20s with Pima Cotton; even at 30s and 45s Pima is still superior in yarn evenness when compared with the other three cottons. This result confirms that of Stalder (1979), who stated that the unevenness of rotor-spun yarns reaches a minimum with fiber lengths of approximately 40 mm. On the other hand, the present results contradict that of Liinenschloss and Hummel (1968), who reported that
.tv short-staple cottons give better yarn evenness. The effect
of increasing yarn fineness is to raise the C.V., less so in the W.T. fine fiber.
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5.3.6. Fiber X Sliver Weight Interaction
Coarse sliver gave better yarn evenness with fine W.T. and coarse W.T. cottons. For the longer cottons, evenness was independent of sliver weight, as shown from Table 18.
5.4. Yarn Tenacity
Results were generally good, near the Uster provisional 25% level (Zellweger Uster, 1982, p. 37).
5.4.1. Fiber X Preparation X
Sliver Interaction
Table 19 shows that the effect of combing is greater
for fine W.T. cotton in coarse sliver, least for W.T. fine in
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fine sliver. In general, the best yarn tenacity was obtained from fine combed sliver of Pima cotton. The improved yarn tenacity in long-staple Pima cotton is in agreement with Chukaev and Manakova (1972), and researchers at Texas Tech University (1980). Reducing the sliver weight, hence the draft in the opening roll, makes a substantial improvement to yarn strength, but the effect is slight in the shorter cot­tons. The longer cottons respond better to the lower sliver weight, but the beneficial effect of combing is apparent
even in the short-staple fiber.
5.4.2. Fiber X Twist Interaction
Table 20 shows that high twist gave high yarn tenacity in all the four cottons used in the study. The W.T. coarse cotton was the most sensitive to twist.
Morikawa and Hariwuchi (1968) stated that yarn pro­duced from the BD 200 rotor spinning machine showed greatest strength at a twist about 15% above the "high" level of the trials reported here. As expected, increasing the twist improves tenacity of the short coarse cottons the most.
5.4.3. Effect of Count on
Yarn Tenacity
As shown from Table 8, the yarn has a higher tenacity at coarse count (20s), and as the yarn gets finer the tena­city significantly decreases. This explains the higher breakage rate for the yarn at very fine count (45s).
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When compared with Uster Tenacity Standards, our tena­city results in Table 8 appeared better in yarn tenacity as follows:
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Whereas the same materials and processing were used in the present research, the Uster provisional experience values are based on industrial practice, varying from mill to mill. Plants spinning fine counts can generally be ex­pected to have more modern machinery, higher quality stan­dards and better raw materials than conventional coarse-yarn
rotor-spinning mills. Thus, the strength improvement in fine counts shown in the Uster values does not necessarily imply that a given spinner will find higher tenacity when it makes fine yarns. In the present study, with the above factors held constant, a steady decrease in tenacity was ob­served as count became finer.
CONCLUSIONS
The results of this study indicate a number of significant two- and three-factor interactions in all four yarn properties.
The results can be summarized as follows:
1. Lowering the twist improved yarn evenness especially in the finer counts, but impaired yarn appearance generally. The end-breakage rate of the coarse short cotton at the finest count was especially sensitive to twist. The higher twist greatly in­creased the strength of yarns from the two short cottons, but the response to twist in the long-staple types was slight because of their lower twist requirements.
2. Reducing the sliver weight had no effect on the end break rate of W.T. coarse cotton, but the average effect on the other three fibers was a reduction of 60%. Yarn appearance was improved by using a fine sliver, but only if the sliver had been combed. For carded sliver, coarse sliver gave better yarn ap­pearance. Yarn evenness was generally worse especially in the coarse yarn. Tenacity was little affected, though the Pima cotton gave stronger yarn when spun from fine sliver.
3. Combing is beneficial in improving yarn appearance, especially at fine and medium counts (45s and 30s). Generally, combing reduced the end-breakage rate by a factor of 3.5, and can be expected to improve the spinnability of fine rotor yarns. Combing exerted a positive effect on yarn evenness at high twist, and improved yarn tenacity of long-staple Pima cotton. Even the shorter cottons were improved in all respects by combing, because of the removal of short fibers.
4. The finest count showed a high end-breakage rate. Yarn evenness deteriorated steadily as the yarn became finer.
5. Yarn tenacity decreased as the yarn count became finer; this was a main effect that was independent of the other four factors.
6. Using a low-micronaire cotton impaired yarn ap­pearance, but improved yarn end-breakage rate, es­pecially at high twist. It also improved yarn evenness relative to W.T. coarse cotton. Yarn tenacity was improved at low twist in W.T. fine cotton compared with W.T. coarse cotton. However, neps from low-micronaire cotton were so abundant and thick that they could not be concealed in the fine count, which had unsatisfactory appearance.
7. Using long-staple cottons (Pima and California) reduced end-breakage rate, especially in California cotton, at high twist and at all three counts. Long-staple cottons improved yarn evenness, parti­cularly at low twist and coarse count. The yarn tenacity was higher in Pima and California cottons compared with W.T. short-staple cottons, especially at high twist.
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