What is the Re (Reynolds Number)?
The Reynolds number is the ratio of inertial to viscous forces in a flow. Below ~2,300 flow is laminar and orderly; above ~4,000 it is turbulent and chaotic; in between lies the transition band.
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Compute the Reynolds number from density, velocity, length and dynamic viscosity to classify a flow as laminar, transitional or turbulent.
Re = ρ·v·L ÷ μ
The Reynolds number is the ratio of inertial to viscous forces in a flow. Below ~2,300 flow is laminar and orderly; above ~4,000 it is turbulent and chaotic; in between lies the transition band.
ρ=1.225, v=50, L=2, μ=1.81e-5 → Re = (1.225·50·2)/1.81e-5 ≈ 6.77×10⁶ → Turbulent.
The visualisation places your computed Re against colour-coded regime zones, with a live marker so you can see at a glance which flow or transfer regime your inputs fall into and how close you are to the next threshold.
Aerodynamics, pipe flow, ship hydrodynamics and any design where transition to turbulence matters.
All inputs must be physically valid; a zero in the denominator (e.g. zero viscosity, velocity or conductivity) is rejected rather than producing infinity. Regime thresholds are standard textbook values and can shift with geometry and conditions.