Cotton Cleanability: Part I: Modeling Fiber Breakage

Textile Research Journal

Volumn 67, Issue 6, 1997, Pages 417-427

  Robert, Kearny Q ^a   Blanchard, Lawrence J ^a  

^a NONE

Author keywords

[No Author keywords available]

Indexed keywords

CLEANING; COTTON FIBRES; FIBRE BREAKAGES; MATHEMATICAL ANALYSIS;

CLEANING; MATHEMATICAL MODELS; QUALITY CONTROL; TEXTILE PROCESSING;

FIBER BREAKAGE; MECHANICAL CLEANING TREATMENT;

COTTON FIBERS;

EID: 0031168210     PISSN: 00405175     EISSN: 17467748     Source Type: Journal    
DOI: 10.1177/004051759706700606     Document Type: Article

References (23)

1. Anon, Wool Fibre, Wool Sci. Rev. 9, 15–29 (1952).
2. Brach J. Rousseau L., The Precision of Measurements of Fibre Length on Worsted Top Silver Using the Almeter Apparatus, Wool Sci. Rev. 48, 2–18 (1974).
3. Byatt W. J. Elting J. P., Changes in the Weight Distribution of Fiber Lengths of Cotton as a Result of Random Fiber Breakage, Textile Res. J. 28, 417–421 (1958).
4. Byatt W. J., On Changes in the Weight Distribution Function of Artificial Fibers Due to Random Fiber Breakage. Textile Res. J. 31, 171–174 (1961).
5. Carnaby G. A., Fiber Breakage During Carding, Part 1: Theory, Textile Res. J. 54, 366–369 (1984).
6. Fransen T. F. J., Bijdrage tot de Studie van de Vezelafbraak in Spinbewerkingen, Ann. Textil Belg. (1), 28–74 and (2), 38 (1965).
7. Goren S. L., Distribution of Lengths in the Breakage of Fibres of Linear Polymers, Can. J. Client. Eng. 46, 185–188 (1968).
8. Grignet J., A New Way Forward Using Microprocessor Techniques with the AL-100 and the Texlab System, Wool Sci. Rev. 56, 81–99 (1980).
9. Hemstreet J. M. Krowicki R. S., Analysis of Known Fiber Arrays by the Peycr Texlab System, Textile Res. J. 61, 223–226 (1991).
10. Lee S. W., A Probability Model for Random Fiber Breakages, Part 1: Theory, Textile Res. J. 37, 860–874 (1967).
11. Lee S. W., A Probability Model for Random Fiber Breakages, Part II: Estimation and Application. Textile Res. J. 38, 566–576 (1968).
12. Maltin G. Mayer M. Jr., Simplified Analysis of the Disentanglement of a Fiber Clump, Textile Res. J. 41, 685–691 (1971).
13. Meyer R. Almin K. E. Steenberg B., Length Reduction of Fibres Subject to Breakage, Br. J. Appl. Phys. 17, 409–416 (1966).
14. Pittman R. A. Tallant J. D., Mathematical Models and Measurement of Fiber Hooks, Textile Res. J. 38, 576–582 (1968).
15. Pittman Robert A. Tallant John D., Random-Fiber Breakage Models, Textile Res. J. 39, 787–789 (1969).
16. Robert K. Q. Blanchard L. J., Parameterizing Fiber Breakage by Comparison of Length Distributions, in “1990 Proc. Beltwide Cotton Prod. Res. Confs.,” Brown J. M., Ed., Natl. Cotton Council of Amer., Memphis, TN, 1990, p. 604.
17. Robert K. Q. Blanchard L. J., Fiber Breakage in Cotton Processing, Part I: A Model, in “1991 Proc. Beltwide Cotton Prod. Res. Confs.,” Brown J. M., Ed., Natl. Cotton Council of Amer., Memphis. TN, 1991, pp. 894–897.
18. Robert K. Q., Determining Cotton Short-Fiber Content from the Shape of the Length Distribution of the Longer Fibers, in “1991 Proc. Beltwide Cotton Prod. Res. Confs.,” Brown J. M., Ed., Natl. Cotton Council of Amer., Memphis, TN, 1991, pp. 880–886.
19. Shapiro H. N. Sparer G. Gaffney H. E. Armitage R. H. Tallant J. D., Mathematical Aspects of Cotton Fiber Length Distribution under Various Breakage Models, Textile Res. J. 34, 303–307 (1964).
20. Tallant J. D. Pittman R. A., Breakage Models and Measuring for Fiber Weight-Length Distributions, Textile Res. J. 38, 149–155 (1968).
21. Tallant J. D. Pittman R. A. Schultz F. E. Jr., The Changes in Fiber-Number Length Distribution under Various Breakage Models, Textile Res. J. 36, 729–737 (1966).
22. Wegner W. Hoth G., Die Anderung der Faserlangenverteilung durch das Krempeln, Melliand Textilber. 12, 1393–1400 (1967).
23. Wood E. J. Stanley-Boden P. Carnaby G. A., Fiber Breakage During Carding, Part II: Evaluation, Textile Res. J. 54, 419–424 (1984).