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Research Paper | Mathematics | Kenya | Volume 10 Issue 6, June 2021
Modified Navier-Stokes Equation for Incompressible Fluid Impacts
Abstract: This study has come up with a numerical momentum-impulse scheme that modelsfluid impact on sea shores, off-shore structures using the Modified Navier?Stokes Equation. Finite volume method discretized Modified Navier-Stokes Equation. Non-slip boundaryconditions at Reynolds number of about 500 000 were formulated. Modified Navier-Stokes Equation in the x-z axis was coupled with continuity equation to obtain the pressure field. Corrected velocities were computed using SIMPLER algorithm approach. Using the corrected velocities fluid impulses were determined in each control volume interfaces at constant temperature of 298K, 1 atmosphere.
Keywords: Modified Navier-Stokes Equation, Reynolds number, Fluid Impulse, Pressure-Impulse Theory, Pressure Field, Control Volume, Wall Shear Stress
Edition: Volume 10 Issue 6, June 2021,
Pages: 126 - 131
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Research Paper, Mathematics, Kenya, Volume 10 Issue 11, November 2021
Pages: 523 - 529Analysis of Turbulent Natural Convection with Localized Heating on the Ceiling and on the Floor and Cooling on Opposite Vertical Walls in a Rectangular Enclosure
Omariba G. Ong'era | Johana K. Sigey [6] | Jeconia A. Okelo [3] | Stephen M. Karanja
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Analysis Study Research Paper, Mathematics, Kenya, Volume 11 Issue 4, April 2022
Pages: 9 - 15Analysis of Forced Convection on an Incompressible Fluid Flow in a Rectangular Enclosure
Divinah K. Moogi | Johana K. Sigey [6] | Jeconiah A. Okelo [2] | Simeon K. Maritim