Sen'i Kikai Gakkaishi (Journal of the Textile Machinery Society of Japan)
Online ISSN : 1880-1994
Print ISSN : 0371-0580
ISSN-L : 0371-0580
Volume 30, Issue 12
Displaying 1-6 of 6 articles from this issue
  • Part 2 : Experiment on Weft Insertion
    Tsuneyoshi Ohkouchi
    1977Volume 30Issue 12 Pages T205-T213
    Published: December 25, 1977
    Released on J-STAGE: February 12, 2010
    JOURNAL FREE ACCESS
    An experiment has been made to determine the weft velocity and hydraulic pressure in weft insertion. The experimental observation has analyzed the factors affecting on the time required for weft insertion and the behaviour of flying yarn. Using the weft tension caused with the jet of air, the equation of flying motion of a weft yarn has been derivec, through which the weft velocity (W), insert length (X), time required for weft insertion (t) and force applied on weft end caused with jet of air (T) have been calculated. These calculated values coincide well with the experimental values. It is concludad that the greater the difference between weft velocity and jet velocity around the flying weft, the more stable the weft insertion.
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  • Part 2 : Analysis of Substance Transfer in Fiber Assembly Based on the Diffusion Theory
    Hirohito Matsui, Kazuo Moriyama, Shigenori Fukuoka
    1977Volume 30Issue 12 Pages T214-T222
    Published: December 25, 1977
    Released on J-STAGE: June 17, 2010
    JOURNAL FREE ACCESS
    When a fiber assembly such as cloth or yarn is washed, a chemical to be washed off from fiber assembly migrates in fiber phase and also water phase in a fiber assembly and subsequently transfers to water.
    In such processes the diffusion coefficient of a chemical agent in a fiber differs largely from that in water. These processes were analyzed on the basis of a diffusion theory. Assuming that a single fiber is a column and a fiber assembly is a column or a plane, the following theoretical relations, representing residual fraction of a chemical agent in a fiber assembly during washing, were obtained :
    y(t) =(∞Σi=1)(∞Σj=1)Aijexp (-Dfμij2/R2t)
    where, t; washingtime (s)
    y(t); residual fraction of a chemical in a fiberassembly
    Df; diffusion coefficient of a chemical in a fiber (cm2/s)
    R; radiusoffiber (cm)
    Aij= (2Qi/ (1+α) β2μij2) 21/1+α/1+αJ12ij) /J02ij) (column)
    Aij=1/2 (2Qi/ (1+α) β2μij2) 21+α/1+αJ12ij) /J02ij) (plane)
    Qi;roots J0 (Qi) =0(column)
    roots of cos (Qi) =0 (plane)
    μij;roots of Qi=βμij√1+α2J1ij) /μijJ0ij)
    J0, J1 : Bessel functions of order 0 and 1
    α, β : constants depending on a diffusion coefficient of a chemical in a fiber and water, geometrical characteristics of a fiber assembly and so on.
    The theoretical results calculated by using the above equations agree closely with the experimental values and also very closely with the results obtained using the simplified equation on which we had previously reported.
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  • S. Ando
    1977Volume 30Issue 12 Pages P494-P497
    Published: December 25, 1977
    Released on J-STAGE: October 27, 2009
    JOURNAL FREE ACCESS
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  • A. Shinohara
    1977Volume 30Issue 12 Pages P498-P502
    Published: December 25, 1977
    Released on J-STAGE: October 27, 2009
    JOURNAL FREE ACCESS
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  • T. Hayashida
    1977Volume 30Issue 12 Pages P503-P506
    Published: December 25, 1977
    Released on J-STAGE: February 12, 2010
    JOURNAL FREE ACCESS
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  • M. Kido
    1977Volume 30Issue 12 Pages P507-P513
    Published: December 25, 1977
    Released on J-STAGE: October 27, 2009
    JOURNAL FREE ACCESS
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