Journal of the Textile Machinery Society of Japan
Online ISSN : 1881-1159
Print ISSN : 0040-5043
Volume 28, Issue 3
Displaying 1-2 of 2 articles from this issue
  • Part 2: Flow Rate in a Toroidal Pipe of Circular Cross-Section
    Yoshiyuki Iemoto, Kichidayu Sawazaki
    1982 Volume 28 Issue 3 Pages 63-72
    Published: 1982
    Released on J-STAGE: October 24, 2006
    JOURNAL FREE ACCESS
    The flow rate of a steady flow of viscoelastic fluid under a constant axial pressure gradient in a toroidal pipe of circular cross-section is analytically solved with the White-Metzner constitutive equation by a perturbation method. It is examined how the shear thinning viscosity and elasticity affect the flow rate of the fluid at high shear-rate to which former analyses could not be applied.
    The analysis shows that the characteristics of the flow in a curved pipe are determined not only by the Dean number but also by the non-dimensional value We; /√<R> where We; is the Weissenberg number and R is the ratio of the toroidal radius to the pipe cross-sectional one. The results calculated for the ratio fr; of the flow rate in a toroidal pipe to that in a straight pipe under the same axial pressure gradient at low Reynolds number are as follows:
    (1) In the case of the Power law fluid in which We; is zero, fr; decreases with increment of the Reynolds number Re; and with decrement of the viscosity index n representing the shear thinning viscosity. Thus, the pipe resistance in a curved pipe is higher than that in a straight one.
    (2) The larger We; gives the larger fr; and thus the smaller pipe resistance.
    (3) Large Re; and small n give large increment of fr; with increasing We; .
    (4) The effect of the elasticity index s, representing the shear thinning elasticity, on fr; is insignificant unless n is small.
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  • Part 1: Heat Transfer to Poly (Ethylene Terephthalate) Yarn Running on a Heating Plate
    Meiji Anahara, Toshiaki Hokudo, Takayoshi Fujita, Tokio Kokubu
    1982 Volume 28 Issue 3 Pages 73-86
    Published: 1982
    Released on J-STAGE: October 24, 2006
    JOURNAL FREE ACCESS
    The heat transfer phenomenon of Polyethylene Terephthalate (PET) yarns is studied. As the stress change in a running yarn undergoing normal deformation depends upon the heating, it is possible to estimate the temperature to which the yarn has subjected.
    Heat transfer rate to a yarn decreases as the yarn twist increases. When a yarn in false-twist texturing is given a twist on a heater, the yarn temperature increases faster than that of a yarn running without rotation. As the degree of twist on the heater increases, so does the apparent heat transfer coefficient. However, as the increase is extremly small, it is closely akin to the heat transfer coefficient of saturated twist yarns.
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