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Pregled bibliografske jedinice broj: 382680

Analysis of the Paper Formation and Periodic Structures by FFT Processing


Hladnik, Aleš; Muck, Tadeja; Stanić, Maja
Analysis of the Paper Formation and Periodic Structures by FFT Processing // ImageJ User & Developer Conference / Jahnen, Andreas ; Moll, Christian (ur.) (ur.).
Luxembourg: Centre de Recherche Public Henri Tudor, 2008. (poster, međunarodna recenzija, sažetak, znanstveni)


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Naslov
Analysis of the Paper Formation and Periodic Structures by FFT Processing

Autori
Hladnik, Aleš ; Muck, Tadeja ; Stanić, Maja

Vrsta, podvrsta i kategorija rada
Sažeci sa skupova, sažetak, znanstveni

Izvornik
ImageJ User & Developer Conference / Jahnen, Andreas ; Moll, Christian (ur.) - Luxembourg : Centre de Recherche Public Henri Tudor, 2008

ISBN
2-919941-06-2

Skup
ImageJ User & Developer Conference

Mjesto i datum
Luksemburg, 06.11.2008. - 07.11.2008

Vrsta sudjelovanja
Poster

Vrsta recenzije
Međunarodna recenzija

Ključne riječi
Paper formation; Paper marks; Fast Fourier Transform; Image processing; Paper quality and printability

Sažetak
Paper manufacturing process parameters affect properties of the finished sheet in various ways. This work deals with the use of ImageJ for the frequency domain processing of a paper sheet image to distinguish between the paper formation uniformity and regular structures in the paper*. The described properties have an impact on the behavior of the paper substrate in the converting and printing processes, as they contribute to the overall quality of the paper, its properties and printability. The analysis is performed using Fast Fourier Transform (FFT) processing. Modification of the FFT power spectrum and filtering of the light-transmission images of paper, obtained by a flat-bed scanner, allows identification and separation of two distinct phenomena: the paper sheet formation (uniformity of fibers and flocs distribution) pattern on one hand and periodic, regular structures imprinted in the paper structure caused by papermaking wire or press- or drying felt on the other. The analyzed samples include office papers of various quality grades. The attempt of automating the procedure by using ImageJ macros has been made. *Our analysis is based on the work of Dr. I'Anson from UMIST. See e.g. http://pygarg.ps.umist.ac.uk/ianson/image_analysis/frequency.html

Izvorni jezik
Engleski

Znanstvena područja
Grafička tehnologija



POVEZANOST RADA


Ustanove:
Grafički fakultet, Zagreb

Profili:

Avatar Url Maja Stanić (autor)


Citiraj ovu publikaciju:

Hladnik, Aleš; Muck, Tadeja; Stanić, Maja
Analysis of the Paper Formation and Periodic Structures by FFT Processing // ImageJ User & Developer Conference / Jahnen, Andreas ; Moll, Christian (ur.) (ur.).
Luxembourg: Centre de Recherche Public Henri Tudor, 2008. (poster, međunarodna recenzija, sažetak, znanstveni)
Hladnik, A., Muck, T. & Stanić, M. (2008) Analysis of the Paper Formation and Periodic Structures by FFT Processing. U: Jahnen, A. & Moll, C. (ur.)ImageJ User & Developer Conference.
@article{article, author = {Hladnik, Ale\v{s} and Muck, Tadeja and Stani\'{c}, Maja}, year = {2008}, keywords = {Paper formation, Paper marks, Fast Fourier Transform, Image processing, Paper quality and printability}, isbn = {2-919941-06-2}, title = {Analysis of the Paper Formation and Periodic Structures by FFT Processing}, keyword = {Paper formation, Paper marks, Fast Fourier Transform, Image processing, Paper quality and printability}, publisher = {Centre de Recherche Public Henri Tudor}, publisherplace = {Luksemburg} }
@article{article, author = {Hladnik, Ale\v{s} and Muck, Tadeja and Stani\'{c}, Maja}, year = {2008}, keywords = {Paper formation, Paper marks, Fast Fourier Transform, Image processing, Paper quality and printability}, isbn = {2-919941-06-2}, title = {Analysis of the Paper Formation and Periodic Structures by FFT Processing}, keyword = {Paper formation, Paper marks, Fast Fourier Transform, Image processing, Paper quality and printability}, publisher = {Centre de Recherche Public Henri Tudor}, publisherplace = {Luksemburg} }




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