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Zaki Suud
Institut Teknologi Bandung, Jalan Terusan Ryacudu, Way Hui, Lampung Selatan, Indonesia
Astronomy Chemistry Computer Science & IT Decision Sciences, Operations Research & Management Earth & Planetary Sciences Education Electrical & Electronics Engineering Energy Engineering Environmental Science Industrial & Manufacturing Engineering Materials Science & Nanotechnology Mathematics Physics Social Sciences Other

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Journal : INDONESIAN JOURNAL OF APPLIED PHYSICS

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Numerical Analysis of Fusion Cross Section of (_^16)O+(_^16)O by Using The Modified Glas-Mosel Formula Yacobus Yulianto; Zaki Su'ud
INDONESIAN JOURNAL OF APPLIED PHYSICS Vol 8, No 2 (2018): October
Publisher : Department of Physics, Sebelas Maret University

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (513.529 KB) | DOI: 10.13057/ijap.v8i2.21820

Abstract

One of the interesting topics in nuclear reactions is a study about reaction cross section between the interacting nuclei. For calculating fusion cross section, the Glas-Mosel formula has been proven successfully in explaining the experimental results of fusion cross section. In this study, the fusion cross sections of O16+O16 reaction were calculated by using modified Glas-Mosel formula. The energies were set at 10≤????≤40 MeV. The potential of interacting nuclei was approached by using Woods-Saxon potential. In numerical process, the differential equations were solved by using finite different method and optimization process was performed by using Nelder-Mead method. Good agreement between the experimental and this study results has been achieved successfully. Referring those results above, it can be indicated that the modified Glas-Mosel formula has good capability to explain the experimental results of fusion reaction of light nuclei. It can be a useful tool in explaining the experimental results or in predicting fusion cross section of light nuclei.
The Modified Glas-Mosel Formula for Numerical Investigation of the Fusion Cross-Sections of (O-16)+(Ge-70,72,73,74,76) - A Preliminary Study Yacobus Yulianto; Zaki Su'ud
INDONESIAN JOURNAL OF APPLIED PHYSICS Vol 13, No 1 (2023): April
Publisher : Department of Physics, Sebelas Maret University

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.13057/ijap.v13i1.41577

Abstract

Many intense experimental and theoretical studies have been performed to understand the behavior of fusion reactions, especially related to the barrier height of the interacting nuclei. This preliminary study would discuss a variation of the applicability of the Glas-Mosel formula with a little bit of modification applied to heavy systems. The modified Glas-Mosel formula has been utilized to calculate the fusion cross-sections of (O-16)+(Ge-70,72,73,74,76). To perform the differential and the optimization numerics, the Finite Difference and Nelder-Mead methods were applied to Fortran script-code respectively to assist the computational process. Referring to the obtained results, it can be indicated that the obtained results are in positive agreement with the experimental data. In addition, the modified Glas-Mosel formula proposed in this study has the capability to explain the experimental results or in predicting the fusion cross-section of nuclei. Further investigations are needed to get the crucial data to serve as a basic reference.
Co-Authors Abdul Waris Abu Khalid Rivai Alan Maulana Alan Maulana Ari Darmawan Pasek Bambang Ari Wahjoedi Dian Fitriyani Dian Fitriyani Dwita Nur Krisna Eka Sapta Riyana Eka Sapta Riyana Elsa Yolanda Putri Endarko Endarko Epung Saepul Bahrum Ferhat Aziz Feriska Handayani Irka, Feriska Handayani Fitriah Bidalo H. Sekimoto Hermawan K. Dipojono Hiroshi Sekimoto Imam Taufiq Imam Taufiq Imam Taufiq Imron Imron Indarta Kuncoro Aji Josua Timotius Manik Khairurrijal Khairurrijal Koji Morata M. Ali Shafii M. I. A. Abidin Marsongkohadi Marsongkohadi Marsongkohadi Marsongkohadi Menik A. Merry Yanti Mitra Djamal Moh Nurul Subkhi Mohammad Ali Shafii Muhamad Ali Shafii Novitrian Novitrian Nur Asiah A Nur Asiah Aprianti Nur Asiah Aprianti Nuri Trianti Nurlina Nurlina Ramadhan, Andri Rida Siti NM Rida Siti NM Rida SNM Rijal Kurniadi Rizal Kurniadi Rizal Kurniadi Rizal Kurniadi Sari Novalianda Sidik Permana Sparisoma Viridi Sunarko Sunarko Sutrisno Sutrisno T. Rahmanto Tri Siswandi Syahputra Triyanta Triyanta Triyanta Triyanta Victor Reynaldi Yacobus Yulianto Yacobus Yulianto Yacobus Yulianto Yanti Yulianti Zuhair Zuhair