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266                             Handbook of Properties of Textile and Technical Fibres

            Despite the numerous studies of yarn strength, no universal model exists today that
         can fully explore or predict the mechanical behavior of staple-fiber yarn under tensile
         loading. This is primarily due to the overwhelming stochastic nature of spun yarns
         making where it is very difficult to achieve a complete resolution of the different
         factors influencing yarn strength.
            Early in this chapter, we discussed the concept of loadeelongation (or stressestrain)
         curve and the different parameters that can be derived from it. This concept basically
         holds for any material subject to tensile loading including textile yarns. Accordingly,
         the parameters associated with the curve (e.g., breaking stress, toughness, modulus,
         etc.) can be used for characterizing yarn strength. The shape of the curve, however,
         varies widely depending on many factors including yarn type (ring, rotor, or air-jet),
         twist level, and yarn texture. In practice, the strength of staple fiber yarn is commonly
         described using the following parameters: skein strength (lbs), count-strength product
         (CSP), single-end strength (cN/tex), strength irregularity (CV strength %), breaking
         elongation (%), and work of rupture (cN$in cm).
            The skein strength is typically measured by winding a 120-yard (w110 m) skein on
         a wrap reel of 1.5 yards (w1.4 m) circumference. The yarn is then removed from the
         reel and tested in the form of 80 revolutions of parallel threads at a constant rate of
         traverse. When the specimen is subjected to tensile loading, all threads will resist
         the loading until a break occurs in one of the threads (the weakest point). The remain-
         ing unbroken threads will then support the skein until a second thread breaks. This
         process continues through a succession of thread breaks until a total failure occurs.
         It is believed, therefore, that the skein strength test provides a combined measure of
         the strength of a composite specimen of yarns and the interyarn friction. The parameter
         obtained from this test is called the skein or lea strength and is expressed in
         pounds.
            The skein strength test is commonly accompanied by a yarn count test in which the
         same test specimen is weighed to determine the cotton count. The CSP provides a
         strength measure commonly known as the skein break factor (Ne$lb). In practice,
         this measure is used more common than the absolute value of skein strength. Typical
         values of skein break factor for different yarn types are given in Table 7.2. These
         values are based on yarn data corresponding to cotton US crops in 1990 and 1991.
         The wide range of CSP values is, therefore, a result of the wide range of values of fiber
         characteristics used in the make of the yarns.
            The single-end strength represents a more fundamental parameter than the skein
         strength. Using modern tensile testers (e.g., Uster Tensorapid), strength parameters
         can be obtained at a constant rate of extension of 5 m/min and a gauge length of
         50 cm. These parameters include breaking load, breaking elongation, loadeelongation
         (or stressestrain) curve, yarn tenacity, yield stress and strain, work of rupture, and
         tensile modulus. Typical values of strength parameters of different types of cotton
         yarns and at different values of yarn count are listed in Tables 7.3e7.5. Another tensile
         tester, also developed by Uster, called the Tensojet allows measuring strength
         variability from many breaks. This tester operates at a very high rate of extension
         (400 m/min). Using this tester, up to 30,000 tests per hour can be performed.
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