Laminar Flow  Friction Coefficients
Calculate friction coefficients for laminar fluid flow.
The friction coefficient  or factor  of a fluid flow at laminar conditions can be calculated as
λ = 64 / Re
= 64 μ / (d _{ h}u ρ)
= 64 ν / (d _{ h}u) (1)
where
λ = friction coefficient (nondimensional)
Re = Reynolds Number (nondimensional)
μ = absolute (dynamic) viscosity (Ns/m ^{ 2 } , lb _{ m}/s ft)
d _{ h}= hydraulic diameter (mm, ft)
u = mean velocity in flow (m/s, ft/s)
ρ = density of fluid (kg/m ^{ 3 } , lb _{ m}/ft ^{ 3 } )
ν = μ / ρ = kinematic viscosity (m ^{ 2 } /s, ft ^{ 2 } /s)
Equation (1) is only valid at laminar conditions where Reynolds Number is less than 2300 . For turbulent conditions where Reynolds Number exceeds 4000 the Colebrook equation should be used to calculate the friction coefficient.
In practice laminar flow is only actual for viscous fluids  like crude oil, fuel oil and other oils.
The friction coefficient for laminar flow indicated in the Moody diagram (SI based):
Related Topics

Fluid Mechanics
The study of fluids  liquids and gases. Involving velocity, pressure, density and temperature as functions of space and time.
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Colebrook Equation
Friction loss coefficients in pipes, tubes and ducts. 
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