Inversi Gaya Berat Model Talwani Menggunakan Flower Pollination Algorithm

  • Pricilia O. M Latupeirissa Universitas Pattimura
  • Samsul Bahri Universitas Pattimura
  • Susanti Alawiyah Institut Teknologi Bandung
Keywords: Flower Pollination Algorithm, Gayaberat, pemodelan inversi

Abstract

Tantangan utama dalam semua metode geofisika, termasuk pemodelan gayaberat adalah rekonstruksi distribusi parameter fisik bawah permukaan berdasarkan data yang diamati dan diambil di permukaan. Inversi gravitasi ditujukan untuk memperoleh informasi untuk membuat model distribusi densitas dibawah permukaan menggunakan percepatan gravitasi terukur yang dikenal sebagai anomali gravitasi. Pemodelan inversi adalah salah satu teknik pemodelan di mana parameter modelnya diperoleh langsung dari data pengamatan, Tujuan dari penelitian ini adalah melakukan pemograman pemodelan kedepan model Talwani serta pemodelan kebelakang dengan metode flower pollination algorithm. FPA merupakan bagian dari contoh inversi non-deterministik dan sering disebut juga sebagai algoritma penyerbukan bunga serta dikembangkan oleh Xin-She Yang pada tahun 2012. Sesuai dengan namanya, algoritma ini merupakan suatu algoritma yang terinspirasi dari proses penyerbukan bunga. Pemodelan dalam penelitian ini menggunakan tiga model sederhana yang menggambarkan suatu kondisi di bawah permukaan. Model pertama yang digunakan yaitu model dengan intrusi, model kedua yaitu model dengan patahan serta model yang terakhir yaitu model dengan adanya cekungan.

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References

Bahri, S., Aponno, S. V., and Zulfiah. (2022). Global Optimization Very Fast Simulated Annealing Inversion for The Interpretation of Groundwater Potential. JGE (Jurnal Geofisika Eksplorasi), 8 (3), 225-236. https://doi.org/10.23960/jge.v8i3.233.

Bahri, S., Ramadhan, A., and Zulfiah. (2023). Investigation of Groundwater Quality using Vertical Electrical Sounding and Dar Zarrouk Parameter in Leihitu, Maluku, Indonesia. Journal of Geoscience, Engineering, Environment, and Technology, 8 (3), 221-228. https://doi.org/10.25299/jgeet.2023.8.3.12976.

Blakley, RJ., 1996. Potential Theory in Gayaberat and Magnetic Applications, Cambridge University Press, Cambridge.

Danaei, K., Moradzadeh, A., Norouzi, G. H., Smith, R., Abedi, M., and Fam, H. J. A. (2022). 3D inversion of gravity data with unstructured mesh and least-squares QR-factorization (LSQR). Journal of Applied Geophysics, 206. https://doi.org/10.1016/j.jappgeo.2022.104781.

Didas, M. M., Armadillo, E., Hersir, G. P., Cumming, W., and Rizzello, D. (2022). Regional thermal anomalies derived from magnetic spectral analysis and 3D gravity inversion: Implications for potential geothermal sites in Tanzania. Geothermics, 103. https://doi.org/10.1016/j.geothermics.2022.102431.

Essa, K. S., and Géraud, Y. (2020). Parameters estimation from the gravity anomaly caused by the two-dimensional horizontal thin sheet applying the global particle swarm algorithm. Journal of Petroleum Science and Engineering, 193. https://doi.org/10.1016/j.petrol.2020.107421.

Grandis. (2009): Pemodelan Inversi Geofisika. Institut Teknologi Bandung.

Grant, F.S., and West, G.F. (1965): Interpretation Theory in Applied Geophysics, McGraw-Hill Inc., New York.

Hafidah, A. D., Daud, Y., and Usman, A. (t.t.). Reservoir Identification Based on Gravity Method at “AUN” Geothermal Field. https://doi.org/10.1051/e3sconf/201.

Ilmi, N., dan Karyanto, K. (2020). Pemodelan 3D Struktur Bawah Permukaan Gunungapi Agung Provinsi Bali Menggunakan Metode Gaya Berat. JGE (Jurnal Geofisika Eksplorasi), 5(2), 154–161. https://doi.org/10.23960/jge.v5i2.30.

Irawati, S. M., Luthfian, A., and Laesanpura, A. (2021). Subsurface Structure of Baturagung Escarpment Revealed Through Three-Dimensional Gravity Inversion. JGE (Jurnal Geofisika Eksplorasi), 7(1), 17–29. https://doi.org/10.23960/jge.v7i1.125.

Karim, R., Adji Sidarto, K., dan Bantun, S. (2020). Optimasi Fungsi Multimodal Menggunakan Flower Pollination Algorithm Dengan Teknik Clustering Multimodal Function Optimization Using Flower Pollination Algorithm With Clustering (Vol. 19, Nomor 2).

Pratiwi, Y. E., Fatekurohman, M., Ubaidillah, F. (2022). Matematika, M., Matematika, F., Ilmu, D., Alam, P., Jember, U., Kalimantan, J., 37 Kampus, N., and Boto, T. Modified Flower Pollination Algorithm with ILS-Based Replacement: Quadratic Bounded Knapsack Problem. https://magestic.unej.ac.id/.

Rosid, S. (2005): Gravity Method in Exploration Geophysics, Universitas Indonesia, Depok.

Sarkowi, M., (2008). Karakteristik Gradien Gayaberat Untuk Interpretasi Anomali Gayaberat Mikro Antar Waktu. Seminar Hasil Penelitian dan Pengabdian kepada Masyarakat. Unila.

Sarkowi, M., and Wibowo, R. C. (2022). Reservoir identification of bac-man geothermal field based on gravity anomaly analysis and modeling. Journal of Applied Science and Engineering (Taiwan), 25(2), 329–338. https://doi.org/10.6180/jase.202204_25(2).0009.

Setyawan, A., Aqsa, M. K., Suseno, J. E., and Indriana, R. D. (2022). Gravity Inversion Modelling using Simulated Annealing and The Levenberg-Marquardt Algorithm. International Journal of GEOMATE, 23(98), 109–116. https://doi.org/10.21660/2022.98.3518.

Srigutomo, W., Heriyanto, M., and Hilmi Aufa, M. (2019). Gravity inversion of talwani model using very fast simulated annealing. Journal of Mathematical and Fundamental Sciences, 51(2), 177–190. https://doi.org/10.5614/j.math.fund.sci.2019.51.2.7.

Talwani, M., Worzel, J.L. and Landisman, M., (1959). Rapid Computations for Two-Dimensional Bodies with Application to the Mendocino Submarine Fracture Zone, Journal of Geophysical Research, 64(1), pp. 49-59, 1959.

Telford, W. M., Geldart, L. P. and Sheriff, R. E. (1990): Applied geophysics. Cambridge, UK: Cambridge University Press.

Widodo, Raflesia, F., Alawiyah, S., Setianingsih, Santoso, D., Parnadi, W. W., dan Fatkhan. (2022). Flower Pollination and Elitism Algorithms for Inversion of TDEM Data. Journal of Mathematical and Fundamental Sciences, 54(1), 121–137. https://doi.org/10.5614/J.MATH.FUND.SCI.2022.54.1.7.

Yang, Y., Li, Y., Deng, X., and Yan, T. (2021). Structural controls on the gold mineralization at the eastern margin of the North China Craton: Constraints from gravity and magnetic data from the Liaodong and Jiaodong Peninsulae. Ore Geology Reviews, 139. https://doi.org/10.1016/j.oregeorev.2021.104522.

Zhang, M., Qiao, J., Zhao, G., and Lan, X. (2019). Regional gravity survey and application in oil and gas exploration in China. China Geology, 2(3), 380–388. https://doi.org/10.31035/cg2018108.

Zhang, P., Yu, C., Zeng, X., Tan, S., and Lu, C. (2022). Ore-controlling structures of sandstone-hosted uranium deposit in the southwestern Ordos Basin: Revealed from seismic and gravity data. Ore Geology Reviews, 140. https://doi.org/10.1016/j.oregeorev.2021.104590.

Zhu, Z., Lei, X., Xu, N., Shao, D., Jiang, X., and Wu, X. (2020). Integration of 3D geological modeling and geothermal field analysis for the evaluation of geothermal reserves in the Northwest of Beijing Plain, China. Water (Switzerland), 12(3). https://doi.org/10.3390/w12030638.

Published
2024-06-03
How to Cite
Latupeirissa, P. O. M., Bahri, S., & Alawiyah, S. (2024). Inversi Gaya Berat Model Talwani Menggunakan Flower Pollination Algorithm. Tanah Goyang : Jurnal Geosains, 2(1), 13-21. https://doi.org/10.30598/tanahgoyang.2.1.13-21