A Computational Study of Transmission of Various Pollutants

Authors

  • Dr. Mahesh Chandra Professor, Department of Mathematics, F.S. University, Shikohabad, Uttar Pradesh, INDIA.
  • Mr. Prashant Kumar Research Scholar, Department of Mathematics, F.S. University, Shikohabad, Uttar Pradesh, INDIA.

DOI:

https://doi.org/10.55544/jrasb.5.3.15

Keywords:

Numerical Simulation, Pollutant Transport, Advection-Diffusion, Surface Media

Abstract

The present paper deals with Numerical Simulation of Pollutant Transport in Surface Media. The contamination of surface media, such as rivers, lake and open soil layers, due to industrial run off and agriculture waste represents a critical environmental challenge. Understanding how these contaminants disperse over time and space is vital for effective environmental management and remediation. This paper presents a robust mathematical framework and numerical simulation designed to predict the transport dynamics of pollution in surface media. The physical phenomena primarily advection, dispersion and chemical reactions are mathematically formulated using partial differential equations specially the advection-diffusion reaction equation given the geometrical irregularity and varying flow dynamics inherent in surface system. In the present study numerical techniques such as the Finite Difference method, Finite Element method, to simulate the transport process under diverse conditions.

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References

[1] Hafiyyan, Q. and Nirmala, A. (2026). A Stabilized modified Lax scheme with Numerical Filter for Accurate one dimension Pollutant Transport modelling. Journal Teknik Sipil Cendekia (JTSC) 7(2).

[2] Khan, H., Amer, H.B., Al-Fawzan, W.F., Alzabut, J., and Thinakaran (2025). AI based data Analysis of a Fractal-Fractional order contaminate order Transportation and Sedimentation model for Rivers. Fractals.

[3] Tian, L., Gu, S., Wu, H. and Zhang, C. (2022). Numerical Investigation of Pollutant Transport in a realistic Terrain with the SPH-SWE method. Frontiers in Environmental Science 10.

[4] Xuan, W., Bai, Y., and Tang, W. (2024). A Sustainable Management oriented Model for hydrodynamics and Pollutant transport in Vegetated Seepage River channels using LBM-RDM. Sustainability 17(22).

[5] Wang, J., Chen, W., Zhang, J. and Zhang, Y. (2023). A two dimensional fractional multipeak (2D-FMP) model for describing non-Fickian solute transport in layered heterogeneous media under non-uniform velocity fields. Journal of Contaminant Hydrology 254, 104142.

[6] El-Syed, A. and Agrawal, P. (2023). Numerical approach for multi-term variable-order fractional multi-term variable order fractional multidimensional differential equation using Shifted Legendre Operational Matrix, Mathematical Methods in Applied Sciences 46(7) 8124-8141.

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Published

2026-06-30

How to Cite

Chandra, M., & Kumar, P. (2026). A Computational Study of Transmission of Various Pollutants. Journal for Research in Applied Sciences and Biotechnology, 5(3), 109–111. https://doi.org/10.55544/jrasb.5.3.15

Issue

Vol. 5 No. 3 (2026): June Issue

Section

Articles

License

Copyright (c) 2026 Dr. Mahesh Chandra, Mr. Prashant Kumar

Creative Commons License

This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.

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