Perancangan Motif Batik Model Fraktal IFS
Yang Dapat Didaur Ulang
Abstract
Makalah hasil penelitian ini membahas tentang bagaimana melakukan perancangan motif batik apakah jika perancangan tersebut dilakukan melalui model fraktal IFS akan diperoleh proses perancangan yang lebih sederhana. Secara teori setiap obyek pada umumnya dapat digambarkan dengan model fraktal. Model fraktal IFS sebagai salah satu model fraktal secara sederhana dapat dinyatakan dengan kode IFS dan dibangkitkan dengan algoritma Iterasi acak menjadi obyek fraktal yang diwakilinya. Kelebihan perancangan obyek gambar melalui model fraktal IFS dibandingkan dengan model lain adalah dalam hal kemudahan daur ulang melalui proses Reverse engineering.
References
[1] Mandelbrot, Benoit B; “The Fractal Geometry of Nature”; WH Freeman and Company; 1982
[2] Barnsley, Michael F; Demko, S; “Iterated Function Systems and the Global Construction of Fractals”; Royal Society Publishing; 1985
[3] Hutchinson, John E; “Fractals Self-similarity”; Indiana University Mathematics Journal 30; 1981
[4] Barnsley, MF; “Fractals Everywhere”; Morgan Kaufmann, 2nd Edition; 1993
[5] Darmanto, T; “Animating Fractal of Things: Based on IFS Fractal Model”; Lambert Academic Publishing; @2016 Omniscriptum GmbH & Co KG; ISBN 978-3-659-86851-1
[6] Darmanto, T; “Building Symmetrical Art Image by Multi-object of Fractal Model based on Mirroring Methods” ; prosiding SNIJA 2014; ISBN 978-602-70361-0-9
[2] Barnsley, Michael F; Demko, S; “Iterated Function Systems and the Global Construction of Fractals”; Royal Society Publishing; 1985
[3] Hutchinson, John E; “Fractals Self-similarity”; Indiana University Mathematics Journal 30; 1981
[4] Barnsley, MF; “Fractals Everywhere”; Morgan Kaufmann, 2nd Edition; 1993
[5] Darmanto, T; “Animating Fractal of Things: Based on IFS Fractal Model”; Lambert Academic Publishing; @2016 Omniscriptum GmbH & Co KG; ISBN 978-3-659-86851-1
[6] Darmanto, T; “Building Symmetrical Art Image by Multi-object of Fractal Model based on Mirroring Methods” ; prosiding SNIJA 2014; ISBN 978-602-70361-0-9
Published
2018-01-26
How to Cite
DARMANTO, Tedjo.
Perancangan Motif Batik Model Fraktal IFS.
JUMANJI (Jurnal Masyarakat Informatika Unjani), [S.l.], v. 1, n. 1, p. 60-73, jan. 2018.
ISSN 2598-8069.
Available at: <http://jumanji.unjani.ac.id/index.php/jumanji/article/view/7>. Date accessed: 21 apr. 2025.
doi: https://doi.org/10.26874/jumanji.v1i1.7.
Section
Articles
