IJEP 44(7): 649-664 : Vol. 44 Issue. 7 (July 2024)
Indranil Mukherjee1, Md. Wasim Akram1*, Averi Banerjee2, Anindita Ray2 and Kakali Ghosh2
1. Aliah University, Department of Civil Engineering, Kolkata – 700 160, West Bengal, India
2. Techno International New Town, Department of Basic Science and Humanities, Newtown – 700 156, West Bengal, India
Abstract
Groundwater contamination is an important issue that needs serious addressing to preserve and protect the existing subsurface water reserves. Understanding the mechanisms controlling the pathways of the contaminants and their dispersion forms an intrinsic part of any groundwater contamination study. The medium of groundwater contaminant transport happens to be through the discharge. Hence, discharge occurrences and their mode of spreading are very important in understanding contaminant transport. The present study aims to understand and predict the possible dispersion of groundwater discharge in randomly selected five areas of the Nandigram belt of West Bengal, India. The basic input parameters in the study have been considered as permeability and the hydraulic gradient for the areas concerned. Mann Kendall test has also been incorporated in the study to understand the significant trend in occurrences of discharge patterns with respect to lateral extension and vertical depth in the subsurface in the area concerned. The study also highlights the assessment of the discharge pattern for the area mostly in the virgin state, as far as industrial presence in the area is concerned.
Keywords
Groundwater flow model, Permeability, Hydraulic gradient, Man Kendal test
References
- Locatelli, L., et al. 2019. A simple contaminant fate and transport Modelling tool for management and risk assessment of groundwater pollution from contaminated sites. J. Contaminant Hydrol.,221: 35-49.
- Mirbagheri, S.A. 2004. Modelling contaminant transport in soil column and groundwater pollution control. Int. J. Env. Sci. Tech.,1: 141-150.
- Amadu, C.C., et al. 2017. Numerical modelling of contaminant transport in fractured crystalline rocks (FCRS). J. Sci. Tech. (Ghana). 37(3): 1-14.
- Chen, C.S., et al. 2016. Simulation of groundwater contaminant transport at a decommissioned landfill site- A case study, Tainan city, Taiwan. Int. J. Env. Res. Public Health.13(5): 467.
- Bekhit, H.M., M.A. El-Kordy and A.E. Hassan. 2009. Contaminant transport in groundwater in the presence of colloids and bacteria: Model development and verification. J. Contaminant Hydrol.,108(3-4): 152-167.
- Franz, T.J. and R.K. Rowe. 1993. Simulation of groundwater flow and contaminant transport at a landfill site using models. Int. J. Numerical Analytical Methods Geomechanics.17(7): 435-455.
- Ghoraba, S.M., B.A. Zyedan and I.M.H. Rashwan. 2013. Solute transport modeling of the groundwater for quaternary aquifer quality management in Middle Delta, Egypt. Alexandria Eng. J.,52(2) : 197-
207. - Hadley, P.W. and C. Newell. 2014. The new potential for understanding groundwater contaminant transport. Groundwater.52(2): 174-186.
- Hajrah, A.A. and A. Zubair. 2014. Modelling of contaminant transport and groundwater flow of Tamangapa landfill in Makassar Indonesia. Appl. Mechanics Mater.,567: 92-97.
- Hansen, S.K. and B. Berkowitz. 2020. Aurora: A non-Fickian (and Fickian) particle tracking package for modelling groundwater contaminant transport with MODFLOW. Env. Modelling Software.134: 104871.
- Karatzas, G.P. 2017. Developments on modelling of groundwater flow and contaminant transport. Water Resour. Manage.,31: 3235-3244.
- Liu, J.J. and B.K. Soni. 1998. 2D groundwater contaminant transport modeling by using the finite volume method on an unstructured grid system. Appl. Mathematics Computation.89(1-3):199-211.
- Marseguerra, M. and E. Zio. 1997. Modelling the transport of contaminants in groundwater as a branching stochastic process. Annals Nuclear Energy.24(8): 625-644.
- Naseri-Rad, M., et al. 2021. Inside-t: A groundwater contamination transport model for sustainability assessment in remediation practice. Sustain., 13(14): 7596.
- Pinder, G.F. 1984. Groundwater contaminant
transport modelling. Env. Sci. Tech.,18(4): 108A-14A. - Purnaditya, N.P., et al. 2018. The finite-difference model of fully saturated groundwater contaminant transport. Int. J. Eng. Tech.,7(4)35: 629-634.
- Zeynali, M.J., et al. 2022. Development of a contaminant concentration transport model for sulphate-contaminated areas. Appl. Water Sci.,12(7): 169.