Reynolds Number
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Reynolds’s Number
The ratio of inertia force to the viscous force is called as Reynolds’s number. It is denoted by R.
Re = Inertia force / Viscous force
= Mass x Acceleration / Shear stress x c/s area
= (Mass density x Volume) x (Velocity / time) / Shear mass x c/s area
= (volume/time) mass density x Velocity / Shear stress x c/s area
= (Velocity x c/s area) Mass density x Velocity / Shear stress x c/s area
= V . ρ . V / ζ = V . ρ . V / μ. du / dy
V . ρ . V / μ . V / L
Re = V. L / v
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Re = Inertia force / Viscous force
= Mass x Acceleration / Shear stress x c/s area
= (Mass density x Volume) x (Velocity / time) / Shear mass x c/s area
= (volume/time) mass density x Velocity / Shear stress x c/s area
= (Velocity x c/s area) Mass density x Velocity / Shear stress x c/s area
= V . ρ . V / ζ = V . ρ . V / μ. du / dy
V . ρ . V / μ . V / L
Re = V. L / v
For more help in Reynolds’s Number click the button below to submit your homework assignment