Mohapatra, Pranab KumarDivyaprakash2025-09-042025-09-042016-01-01http://repository.iitgn.ac.in/handle/IITG2025/32507Underwater pipelines are used for the transportation of oil and gas across rivers and oceans. They obstruct the flow of water which causes erosion beneath these pipelines. Once the gap between the pipeline and the bed attains a critical value, the phenomenon of vortex shedding starts. The pipeline under the influence of vortex induced vibrations (VIV) can undergo failure. Simulations for flow past a horizontal cylinder is studied numerically in the present work. The time-dependent, incompressible, two-dimensional and turbulent flow is solved using the finite volume method (FVM) formulation of the Reynolds Averaged Navier-Stokes equation and k − ω SST turbulence model. An open source CFD package (OpenFOAM) is used for this purpose. Dissipation of the vortex shedding for a pipeline which has a gap more than the critical gap is suggested using different shapes such as elliptical cylinder, airfoil fairing around the cylinder, dimpled cylinder, split cylinder and cylinder with split shells. The flow is solved for a gap ratio, G/D = 0.5 and inlet velocity, U = 0.2 m/s. The results for each of these shapes are compared on the basis of flow parameters such as drag coefficient, lift coefficient and the wall shear stress on the bed. In addition, a solver to calculate scour below the pipe using flow fields obtained from OpenFOAM is developed. The flow parameters obtained are used to calculate sediment transport, which in turn are used for the calculation of changes in bed elevation. After obtaining these changes, a new mesh is generated and the entire process is repeated until an equilibrium scour profile is obtained. The whole process is automated by writing scripts in bash and python scripting languages. The numerical scour results are underestimated as compared to the experimental results.ill.; 30 cm.13310052Underwater PipelinesVortex SheddingFinite Volume MethodOpenFOAMEquilibrium Scour ProfileFlow past a horizontal cylinderM.Tech88p.M.Tech123456789/600