Batik Motifs From Mathematical Model Of Earthquake Waves And Kartini Reactor

The batik motif from the mathematical model of earthquake waves and the Kartini Reactor is an innovation in the world of batik that combines elements of art and science. Earthquake waves are complex physical phenomena that occur as a result of the release of energy from earthquake sources that propagate through the layers of the earth in seismic form. The mathematical modeling used to understand the dynamics of wave propagation is partial differential equations and numerical simulation methods. In addition, this research highlights the role of Raktor Kartini, a nuclear reactor located in Yogyakarta, for the development of science and technology in Indonesia. In this research, the earthquake wave propagation pattern and the dynamics of the Kartini Reactor are translated into batik motifs, creating a visual representation of scientific concepts. This approach not only enriches the cultural heritage of batik, but also introduces science to the public. The philosophy of this motif emphasizes the balance between resilience and flexibility, reflecting how technological systems must adapt to dynamic environmental conditions.

Authors

Publication Details

Journal
Jurnal Ilmiah Matematika
Published
2025-04-22
DOI
https://doi.org/10.26555/jim.v10i2.30876
Primary Topic
Computer Science and Engineering
Type
article
Field-Weighted Citation Impact
0.00
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article

Batik Motifs From Mathematical Model Of Earthquake Waves And Kartini Reactor

Sugiyanto Sugiyanto, Bariromah, M. Aly Akbar Hakim, Hamas Abdillah et al.
Jurnal Ilmiah Matematika
Computer Science and Engineering
article

Batik Motifs From Mathematical Model Of Earthquake Waves And Kartini Reactor

Sugiyanto Sugiyanto, Bariromah, M. Aly Akbar Hakim, Hamas Abdillah, Wida Yaska Andika Yusuf
article en

Abstract

The batik motif from the mathematical model of earthquake waves and the Kartini Reactor is an innovation in the world of batik that combines elements of art and science. Earthquake waves are complex physical phenomena that occur as a result of the release of energy from earthquake sources that propagate through the layers of the earth in seismic form. The mathematical modeling used to understand the dynamics of wave propagation is partial differential equations and numerical simulation methods. In addition, this research highlights the role of Raktor Kartini, a nuclear reactor located in Yogyakarta, for the development of science and technology in Indonesia. In this research, the earthquake wave propagation pattern and the dynamics of the Kartini Reactor are translated into batik motifs, creating a visual representation of scientific concepts. This approach not only enriches the cultural heritage of batik, but also introduces science to the public. The philosophy of this motif emphasizes the balance between resilience and flexibility, reflecting how technological systems must adapt to dynamic environmental conditions.

Jurnal Ilmiah MatematikaVol. 10(2)
Openalex Percentile: Top 96%
Computer Science and Engineering
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Batik Motifs From Mathematical Model Of Earthquake Waves And Kartini Reactor — Sugiyanto Sugiyanto, Bariromah, et al. · Jurnal Ilmiah Matematika (2025) | TGRS Research Map | TGRS