Raindrop Terminal Velocity Calculator

Estimate raindrop fall speed with atmospheric corrections, drag models, wind effects, deformation analysis, fall time, charts, comparisons, and downloadable calculation results for practical studies.

Calculation settings

Choose beginner controls or reveal every modelling option.

Separate values with commas, spaces, semicolons, or new lines.

Atmosphere and liquid properties

Motion and drag model

Reports speed reached while accelerating from rest.

Advanced corrections

Useful mainly for microscopic droplets.
View formulas

Calculation history

No saved browser calculations yet.

Formula used

Terminal speed occurs when downward effective weight equals drag. Buoyancy reduces the force available for acceleration. The iterative model updates drag until both values agree.

Fd = ½ρfCdAv²

Fg − Fb = (ρd − ρf)Vg

vt = √[4d(ρd − ρf)g ÷ (3ρfCd)]

vStokes = (ρd − ρf)gd² ÷ (18μ)

The empirical option estimates normal terrestrial raindrop speeds. Advanced corrections remain approximations rather than full weather simulations. Verify critical engineering work with specialist experimental data.

How to use this calculator

  1. Select one drop, a range, or a custom list.
  2. Enter the drop size and atmospheric conditions.
  3. Choose automatic modelling for most normal calculations.
  4. Add wind, height, and optional advanced corrections.
  5. Submit the form and review convergence notices.
  6. Copy, print, or download the resulting data.

Start with automatic mode when model selection feels uncertain. Compare several diameters to understand changing aerodynamic behaviour. Treat breakup and evaporation results as scenario estimates only.

Example raindrop data

Category Typical diameter Suggested model Useful observation
Fog droplet0.01 mmStokes or automaticSlip can become measurable.
Cloud droplet0.02 mmAutomaticTerminal speed remains very small.
Drizzle0.2 mmAutomaticShape remains nearly spherical.
Light rain0.8 mmAutomaticInertial drag becomes important.
Moderate rain1.5 mmAutomatic or empiricalOblate deformation begins.
Heavy rain3 mmGeneral or empiricalShape correction affects speed.
Large drop5 mmGeneral or empiricalBreakup risk increases strongly.

Frequently asked questions

What is terminal velocity?

Terminal velocity is the steady speed reached after drag balances effective weight.

Why do larger drops fall faster?

Their weight grows faster than their frontal area, although deformation eventually limits speed.

Why does the calculator iterate?

Drag coefficient depends on Reynolds number, while Reynolds number depends on velocity.

When should Stokes law be used?

Use it for tiny droplets with very low Reynolds numbers and nearly creeping flow.

Does humidity change terminal velocity?

Humidity changes air density slightly and can also influence real droplet evaporation.

How does altitude affect the result?

Lower air density at altitude usually reduces drag and raises still-air terminal speed.

Can an updraft suspend a raindrop?

Yes. Suspension occurs when upward air speed matches the drop's terminal speed.

Are large raindrops perfectly spherical?

No. Aerodynamic pressure flattens larger drops and can cause oscillation or breakup.

What does the Weber number show?

It compares aerodynamic forces with surface tension and helps flag breakup scenarios.

Is evaporation calculated from full thermodynamics?

No. This page uses a user-selected diameter-loss scenario for transparent comparison.

Can this calculator replace laboratory measurements?

No. It supports estimates, teaching, screening, and comparisons under stated assumptions.

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Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.