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Journal : Jurnal Natural

SHALLOW WATER EQUATION SOLUTION IN 2D USING FINITE DIFFERENCE METHOD WITH EXPLICIT SCHEME Nuraini Nuraini; Syamsul Rizal; Marwan Ramli
Jurnal Natural Volume 17, Number 2, September 2017
Publisher : Universitas Syiah Kuala

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (121.801 KB) | DOI: 10.24815/jn.v17i2.7997

Abstract

Abstract. Modeling the dynamics of seawater typically uses a shallow water model. The shallow water model is derived from the mass conservation equation and the momentum set into shallow water equations. A two-dimensional shallow water equation alongside the model that is integrated with depth is described in numerical form. This equation can be solved by finite different methods either explicitly or implicitly. In this modeling, the two dimensional shallow water equations are described in discrete form using explicit schemes.Keyword: shallow water equation, finite difference and schema explisit.REFERENSI 1. Bunya, S., Westerink, J. J. dan Yoshimura. 2005. Discontinuous Boundary Implementation for the Shallow Water Equations. Int. J. Numer. Meth. Fluids. 47: 1451-1468.2. Kampf Jochen. 2009. Ocean Modelling For Beginners. Springer Heidelberg Dordrecht. London New York.3. Rezolla, L 2011. Numerical Methods for the Solution of Partial Diferential Equations. Trieste. International Schoolfor Advanced Studies.4. Natakussumah, K. D., Kusuma, S. B. M., Darmawan, H., Adityawan, B. M. Dan  Farid, M. 2007. Pemodelan Hubungan Hujan dan Aliran Permukaan pada Suatu DAS  dengan Metode Beda Hingga. ITB Sain dan Tek. 39: 97-123.5. Casulli, V. dan Walters, A. R. 2000. An unstructured grid, three-dimensional model based on the shallow water equations. Int. J. Numer. Meth. Fluids. 32: 331-348.6. Triatmodjo, B. 2002. Metode Numerik  Beta Offset. Yogyakarta.
SHALLOW WATER EQUATION SOLUTION IN 2D USING FINITE DIFFERENCE METHOD WITH EXPLICIT SCHEME Nuraini Nuraini; Syamsul Rizal; Marwan Ramli
Jurnal Natural Volume 17, Number 2, September 2017
Publisher : Universitas Syiah Kuala

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.24815/jn.v17i2.7997

Abstract

Abstract. Modeling the dynamics of seawater typically uses a shallow water model. The shallow water model is derived from the mass conservation equation and the momentum set into shallow water equations. A two-dimensional shallow water equation alongside the model that is integrated with depth is described in numerical form. This equation can be solved by finite different methods either explicitly or implicitly. In this modeling, the two dimensional shallow water equations are described in discrete form using explicit schemes.Keyword: shallow water equation, finite difference and schema explisit.REFERENSI 1. Bunya, S., Westerink, J. J. dan Yoshimura. 2005. Discontinuous Boundary Implementation for the Shallow Water Equations. Int. J. Numer. Meth. Fluids. 47: 1451-1468.2. Kampf Jochen. 2009. Ocean Modelling For Beginners. Springer Heidelberg Dordrecht. London New York.3. Rezolla, L 2011. Numerical Methods for the Solution of Partial Diferential Equations. Trieste. International Schoolfor Advanced Studies.4. Natakussumah, K. D., Kusuma, S. B. M., Darmawan, H., Adityawan, B. M. Dan  Farid, M. 2007. Pemodelan Hubungan Hujan dan Aliran Permukaan pada Suatu DAS  dengan Metode Beda Hingga. ITB Sain dan Tek. 39: 97-123.5. Casulli, V. dan Walters, A. R. 2000. An unstructured grid, three-dimensional model based on the shallow water equations. Int. J. Numer. Meth. Fluids. 32: 331-348.6. Triatmodjo, B. 2002. Metode Numerik  Beta Offset. Yogyakarta.
Co-Authors . Muhammad . Radinal . Zulfan A Halim AA Sudharmawan, AA Adi Ahmad Adi Ahmad Agus Satriadi, Agus Tamami Ahmad Farhan Aisyah Putri Alfina Alfina Alfina Alvian Ihza Fahmi Alvian Andrean Vesalius Hasiholan Simanjuntak Apriyanti Aulia Nurjanah Aya Zulfia4 Azzarkasyi, Muhammad Dadang Dwi Septiyan, Dadang Dwi Dahlia Dahlia Dian Aswita Dian Mutiara, Dian Eka Sri Wulandari Elisa Elisa Eneng Nazilah Erni Wiriani Esti Alemia Puspita Fadila Fauzan Putraga al bahri Ferawati Ferri Susanto Fitria Herliana Ghina Aulia Septia Gilang Halen Meyrandha Hajriyanti, Rahmi Hamdani . Hartini Hartini Hartini Haura Dwitayu Bachri Hendri Ridho Prasetia Heni Pujiastuti Heri Syahrian Hery Widijanto Husnidar Husnidar Ibnu Hakim Ichsan Rusydi Ichsan Setiawan Ichsan Setiawan Ika Fitri Ramadhana Ima Santika Imelda Agustina Ipan Prabana Irham Falahudin Irwan Irwan Ismail Ismail Ismail Junaidi M. Affan Junaidi M. Affan Kurnia Rusli M. Ikhsan Mahdani, Wilda Marwan Ramli Mirnasari Amirsyah Muarif Setiawan Muchsin Muhammad Muhammad Arkan Muhammad Jailani Muhammad Jamil Muhammad M Muhammad Muhammad Muhammad Muhammad Muhammad Niza Andria Muhammad Syukri Mujiburrahman Mujiburrahman Muksin Umar Mulyadi Abdul Wahid Muzammil, Emil Natasya Amelia Yosa Nur Ibrahim Nuraini Nuraini Nurmala Septiani Rahmi Hajrianti Rahmi Hajriyanti Razali Razali Thaib Ridhia Putri Risaharti, Risaharti Rizky Nafaida Rizwan Rosyada, Moh. Faza Saiful Falah Sailon Sayyid Afdhal El Rahimi Selvira Septianti Septian Malik Ibrahim Sitti Nur Ailsya Nabila Sovatu Nisa Soleha Sri Wahdiah Suhardianto Suhaya Suhaya Sulaiman, Syarifuddin Syahirul Alim Syaiful Eddy Syarifah Meurah Yuni Syarifuddin Tasya Aspia Taufiq Iskandar Taufiq Iskandar Thaib Rizwan Trimin Kartika, Trimin Triya Endarsih Ulfah Irani Z Ulya, Zikriatul Vitria Puspitasari Rahadi Wahyu Utami Wiwin Purwinarti Wulan Agustri Yani Apriyani Yetti, Febri Delmi Yunita Panca Putri Yusran Asnawi Zakaria Zakaria Zelvia Liska Afriani Zinatul Hayati Zulfan Zulkarnain Zulkarnain Jalil Zulkarnaini Jalil