Characterization of nonwoven structures by spatial partitioning of local thickness and mass density
Source abstract
Abstract
In this investigation the distributions of local mass, thickness, and density for various nonwoven materials were mapped and analyzed. Non-contacting twin laser profilometry was used to map 10 mm square regions to a resolution of 25 μm. The areal distribution of mass was obtained using β-transmission radiographic imaging. Samples were selected from three common categories: nonwoven hybrids, polymer extruded nonwovens, and wet laid nonwovens. Several samples had embossed regions where the structure was compressed by melt bonding to impart strength. Structural maps were partitioned using binary masks to isolate the embossed features from the stochastic background structure. The joint distributions of thickness versus areal density were plotted and used to characterize the separated regions. Based on the structural distributions obtained from mapped regions, the background structure of most of the samples provided similar results to those observed for other stochastic fibrous web materials, such as paper. The wet laid samples and one spun-bonded extruded polymer nonwoven appeared stochastic with good correlation between local thickness and local areal mass density. In contrast samples with induced features such as embossing, melt bonding, and calendering show that thickness became independent of mass as a result. Examination of the thickness distributions within embossed regions for different samples showed different responses to compression that appeared dependent on material density and thickness.
Source: openaire · Quality: candidate unverified · Source record ↗
Research context
OpenAlex topics: Material Properties and Processing · Textile materials and evaluations · Industrial Vision Systems and Defect Detection
SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.
References (38)
Show source-provided references
1. Kortschot MT (1997) In: Baker CF (ed) The fundamentals of papermaking materials: transactions of the 11th fundamental research symposium, Cambridge. Pira International, Leatherhead
2. Wagner JR (1993) Tappi J 76(4):190
3. Jeong SH, Kim SH, Hong CJ (2001) Fibers Polym 2(3):16410.1007/BF02875331 ↗
4. Kallmes A, Scharcanski J, Dodson CTJ (2000) In: Paper presented at the international nonwovens technical conference, Dallas
5. Farnood RR (2009) In: I’Anson SJ (ed) Advances in pulp and paper research: transactions of the 14th fundamental research symposium, Oxford. The Pulp and Paper Fundamental Research Society, Aberystwyth
6. Tydeman PA (1964) Br Pap Board Ind Res Assoc Bull 36(10):10
7. Attwood D, Parker JR (1962) Pap Technol 3(5):435
8. Keller DS, Pawlak JJ (2001) J Pulp Pap Sci 27(4):117
9. Tomimasu H, Luner P, Hanna RB (1989) In: Baker CF (ed) The Fundamentals of Papermaking. Transaction of the 9th Fundamental Research Symposium, Cambridge. Mechanical Engineering Publications Ltd., London
10. Keller DS, Luner P (1998) Rev Sci Instrum 69(6):249510.1063/1.1148949 ↗
11. Farrington TE (1988) Tappi J 71(5):140
12. Tomimasu H, Kim D, Suk M, Luner P (1991) Tappi J 74(7):165
13. Sara H (1978) The characterization and measurement of paper formation with standard deviation and power spectrum. PhD thesis, Helsinki University of Technology, Espoo
14. Komppa A (1982) J Phys E Sci Instrum 15(10):111910.1088/0022-3735/15/10/036 ↗
15. Cresson TM, Tomimasu H, Luner P (1990) Tappi J 73(7):153
16. Ng WK, Dodson CTJ (1995) In: 1995 International paper physics conference (CPPA and TAPPI): 49–53 (CPPA Technical Section). Eng. Publ. Ltd, London
17. Johnston RF, Pickett SC, Barker DL (1990) Electrophoresis 11(5):35510.1002/elps.1150110503 ↗
18. Izumi O, Yoshida Y (1999) In: Development and application of a system for determining paper nonuniformity 66th pulp and paper research conference, Morioka, pp 94–99
19. Sung YJ (2002) PhD thesis, SUNY College of Environmental Science and Forestry
20. Sung YJ, Ham CH, Kwon O, Lee HL, Keller DS (2005) In: I’Anson SJ (ed) Advances in paper science and technology: transactions of the 13th fundamental research symposium, Cambridge. The Pulp and Paper Fundamental Research Society, Peterborough
21. Axelsson M, Svensson S (2010) Pattern Anal Appl 13(2):15910.1007/s10044-009-0146-1 ↗
22. Holmstad R, Antoine C, Nygard P, Helle T (2003) Pulp Pap Canada 104(7):47
23. Branca D (2007) Uniformity of low density fibrous structures and the effects of manufacturing processes on apparent density. MS thesis, SUNY College of ESF, Syracuse
24. Keller DS, Branca D, Kwon O (2009) In: I’Anson SJ (ed) Advances in pulp and paper research. Transactions of 14th fundamental research symposium. Fundamental Research Society, Oxford
25. Dodson CTJ, Oba Y, Sampson WW (2001) Appita J 54(4):385
26. Dodson CTJ, Oba Y, Sampson WW (2001) J Stat Phys 102(1–2):34510.1023/A:1026529229601 ↗
27. Sung YJ, Keller DS (2008) Appita J 61(1):28
28. Vaughn EA (2005) Nonwoven fabrics: sampler and technology reference. INDA Association of the Nonwoven Fabrics Industry, Cary
29. TAPPI Standard Test Methods T410 om-97 (1998) In: Grammage of paper and paperboard (weight per unit area). TAPPI Press, Atlanta
30. TAPPI Standard Test Methods T411 om-97 (1998) In: Thickness (Caliper) of paper, paperboard, and combined board. TAPPI PRESS, Atlanta
31. Kimura M, Matsui S, Kadoya T (1984) Jpn Tappi 38(12):122710.2524/jtappij.38.1227 ↗
32. Kimura M, Matsui S, Nakato K (1985) J Soc Fiber Sci Technol Jpn (Sen-i Gakkaishi) 41(7):T308
33. Schultz-Eklund O, Fellers C, Johansson P (1992) Nordic Pulp Pap Res J 7(3):133–13910.3183/NPPRJ-1992-07-03-p133-139 ↗
34. TAPPI T402 sp-03 (2003) Standard conditioning, testing atmosphere for paper, board, pulp handsheets, related products. TAPPI Press, Atlanta
35. Kwon O, Hanna R (2010) Strain 46(6):56610.1111/j.1475-1305.2008.00455.x ↗
36. Deng M, Dodson CTJ (1994) Paper: an engineered stochastic structure. TAPPI Press, Atlanta
37. Sampson WW (2009) Modelling stochastic fibrous materials with mathematica. Engineering materials and processes. Springer-Verlag, London
38. Draper N, Smith H (1998) Applied regression analysis (Wiley series in probability and statistics). Wiley-Interscience, New York10.1002/9781118625590 ↗