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Diffusion of disperse dyes into supermicrofibres

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Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
All dyers share the common goal of achieving the correct shade as early as the first dyeing. But the dyeing process is very complex, being characterised by the diffusion- controlled sorption of dyes that depends on several physicochemical parameters. Moreover, the dyeing properties relating to microfibres and conventional fibres are caused by different properties such as the exposed surface area and the crystallinity index. Wilson and Hill developed equations describing the uptake rate of disperse dyes by a cylindrical fibre model as a function of t he diffusion coefficient and the nature of the dyebath. The inverse of Shibusawa’s polynomial approximation of Hill’s and Wilson’s equation is used to compute the diffusion coefficient, which depends on the initial dye concentration, the time and the fibre count at a fixed temperature. In this paper, the sorption isotherms, the diffusion coefficient, the dye concentration evolution into the fibres and the dyeing uptake rate are computed from experimental results for conventional fibres, microfibres and supermicrofibres. The sorption isotherms and the diffusion coefficient evolutions as a function of time, initial dye concentration and temperature for supermicrofibres are discussed by considering the surface area and the diffusional boundary layer’s influence. Important differences in the dyeing properties are observed, depending on the fibre count, which should be useful in the optimisation of the supermicrofibre dyeing process. The aim is to provide a tool for dyeing practitioners to increase dyeing reproducibility and to improve the performance of ‘right-first-time’ production.
Słowa kluczowe
Rocznik
Strony
45--51
Opis fizyczny
Bibliogr. 23 poz.
Twórcy
autor
  • GEMTEX/ENSAIT, 9, rue de l'Ermitage - BP 30329 - 59056 ROUBAIX CEDEX 01 FRANCE
autor
  • GEMTEX/ENSAIT, 9, rue de l'Ermitage - BP 30329 - 59056 ROUBAIX CEDEX 01 FRANCE
Bibliografia
  • 1. J E McIntyre, P N Daniels, Textile Terms Definitions, 10th ed, (Manchester, Textile Institute, 1995) 209.
  • 2. S M Burkinshaw, Chemical Principles of Synthetic Fiber Dyeing (London, Blackie Academic & Professional, Chapman & Hall, 1995) 194.
  • 3. J Shin and M Bide, J. Soc. Dyers Colour., 116 (2000) 305.
  • 4. E Cleve, E Bach, U Denter, * Duffner and E Schollmeyer, Textile Res. J., 67 (1997) 701.
  • 5. J Crank, Philosoph. Mag., 39 (1948) 362.
  • 6. J N Etters and A Urbanik, Textile Res. J., 53 (1983) 598.
  • 7. J N Etters, Textile Res. J., 64 (1994) 406.
  • 8. T Shibusawa, J. Soc. Dyers Colour., 101 (1985) 231.
  • 9. A H Wilson, Philosoph. Mag., 39 (1948) 48.
  • 10. W McDowell, and R Weingarten, J. Soc. Dyers Colour., 85 (1969) 589.
  • 11. V Koncar and M Casetta, International J. of Modelling and Simulation, 21 (2001) 191.
  • 12. M Casetta, V Koncar and C Cazé, Textile Res. J., 71 (2001) 357.
  • 13. W J Sichina, DSC as Problem Solving Tool: Measurement of Percent Crystallinity of Thermoplastics (Norwalk, USA: Perkin Elmer, 2000) 1.
  • 14. S B Warner, Fiber Science (New Jersey, USA: Prentice-Hall Inc., 1995) 39.
  • 15. M J Schuler and W R Remington, Disc. Faraday Soc., 16 (1954) 201.
  • 16. K H Park, M Casetta and V Koncar, Color. Technol., 118 (2002) 319 51
  • 17. T Shibusawa and T Nakamura, J. Polym. Sci. Part B, Polym. Phys., 33 (1995) 159.
  • 18. T Nakamura, R B Rama and Y Kamiishi, Textile Res. J., 70 (2000) 961.
  • 19. T Shibusawa, Textile Res. J., 66 (1996) 421.
  • 20. T Nakamura, S Ohwaki and T Shibusawa, Textile Res. J., 65 (1995) 113.
  • 21. J N Etters, Journal of Applied Polymer Science, 42 (1991) 1519.
  • 22. T Shibusawa, J. Soc. Dyers Colour., 96 (1980) 293.
  • 23. T Shibusawa, J. Soc. Dyers Colour., 104 (1988) 28.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-1921e23a-06c6-4fea-bb67-9d43242e6566
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