Reynolds Number Equations Calculator

Engineering Fluid Mechanics Design Formulas

Reynolds Number assists in the analysis of the type of fluid flow: laminar, turbulent and transitional. It describes the relationship between viscous force and inertial force.

Solving For Characteristic Length.
Reynolds number equation solving for characteristic length

Inputs:

Reynolds Number (Re)
viscosity (μ)
density(ρ)
velocity (V)


Conversions:

Reynolds Number (Re)
= 0
= 0
viscosity (μ)
= 0
= 0
N-s/m^2
density(ρ)
= 0
= 0
kilogram/meter^3
velocity (V)
= 0
= 0
meter/second

Solution:

characteristic length (l)
= NOT CALCULATED

Other Units:


Change Equation
Select to solve for a different unknown
Reynolds number equationReynolds Number
Reynolds number equation solving for densitydensity
Reynolds number equation solving for velocityvelocity
Reynolds number equation solving for characteristic lengthcharacteristic length
Reynolds number equation solving for viscosityviscosity

References - Books:
1) Munson, Bruce R., Young, Donald F., Okiishi Theodore H.. 1994. Fundamentals of Fluid Mechanics. John Wiley & Sons, Inc. 2nd ed.
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