Reynolds number
Compare inertial effects with viscous effects using density, mean speed, characteristic length and dynamic viscosity to obtain a dimensionless Reynolds number.
Calculate ideal laminar flow driven by a pressure drop through a circular pipe.
Calculate ideal laminar flow driven by a pressure drop through a circular pipe.
pi*r^4*dp/(8*mu*L) m³/sr^2*dp/(8*mu*L) m/sThis is an ideal educational model. Enter quantities in the stated SI units; it does not certify equipment safety or real operating limits. Uses fully developed laminar flow of a Newtonian fluid in a straight circular pipe with no-slip walls.
Results are rounded for display; calculations use unrounded values. Read our calculation methodology.
Calculate ideal laminar flow driven by a pressure drop through a circular pipe. Check the Reynolds number separately. The fourth-power radius dependence does not apply to turbulent pipe flow.
Check the Reynolds number separately. The fourth-power radius dependence does not apply to turbulent pipe flow.
| Input | Example |
|---|---|
Internal radius (m) r | 0.002 |
Pipe length (m) L | 1 |
Dynamic viscosity (Pa·s) mu | 0.001 |
Pressure drop (Pa) dp | 100 |
This is an ideal educational model. Enter quantities in the stated SI units; it does not certify equipment safety or real operating limits. Uses fully developed laminar flow of a Newtonian fluid in a straight circular pipe with no-slip walls.
Use the displayed example inputs in the stated formula. Keep each quantity in its labelled unit and compare the unrounded result before applying display rounding.