OPERATIONAL MANAGEMENT: DYNAMIC ANALYSIS IN ADDRESSING LAKE ENVIRONMENTAL POLLUTION
DOI:
https://doi.org/10.58290/jmbo.v4i1.402Kata Kunci:
Pollution, Pollutant, Equilibrium, Eigenvalues, VIMAbstrak
Pollution is a serious issue that must be addressed in the field of environmental science. Therefore, it is necessary to have monitoring mechanisms to determine the extent to which pollutants have harmful impacts on the environment. This paper discusses a mathematical model for the pollutant dispersion system in a lake, the determination of equilibrium points (fixed points) to understand the balance within the model, a stability analysis to find eigenvalues, and the subsequent solution using the Variational Iteration Method (VIM) to determine the amount of dissolved pollutants in the lake.
Referensi
Anggriani, Nursanti. 2012. Aljabar Linear Persamaan Diferensial dan Sistem Dinamik dalam Model Matematika Epidemiologi. Bandung : Unpad Press.
Anton, H. dan Rorres, C. 2004. Aljabar Linear Elementer Versi Aplikasi.
Jakarta : Erlangga.
Biazar, J dan Shahbala, M. 2010. VIM for Solving the Pollution Problem of a System of Lakes. Iran : Hindawi Publishing Corporation.
Boyce, W. E. dan DiPrima, R. C. 1992. Elementary Differential Equations and Boundary Value Problems. New York : John Wiley and Sons, Inc.
Giordano, Frank dan Maurice. 1994. Differential Equations A Modelling Approach. United States of America. Addison – Wesley Publishing Company, Inc.
Nazir, Muhammad. 2003. Metode Penelitian. Jakarta : Ghalia Indonesia.
Ogata, Katsuhito. 1996. Teknik Kontrol Automatik. Jakarta : Erlangga.
Unduhan
Diterbitkan
Cara Mengutip
Terbitan
Bagian
Lisensi
Hak Cipta (c) 2025 Jurnal Manajemen Bisnis Dan Organisasi
Artikel ini berlisensi Creative Commons Attribution-NonCommercial 4.0 International License.
Dengan mengirimkan artikel/manuskrip ke Jurnal Manajemen Bisnis dan Organisasi (JMBO) maka penulis menyetujui dengan kebijakan lisensi dan hak cipta tersebut di atas tanpa perlu adanya penandatanganan dokumen khusus.
