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TRANSPORT PHYSICS / DIMENSIONLESS RATIO

Cavitation Number Calculator

Normalize positive reference-to-vapor pressure margin by one-half density times velocity squared.

  • 01 Calculated in this tab
  • 02 Values stay in this browser tab
  • 03 Use boundary

Conversion input

Known value

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METHOD / WORKED EXAMPLE

Interpret Cavitation Number with its scale choices visible

Normalize positive reference-to-vapor pressure margin by one-half density times velocity squared. The ratio becomes dimensionless only when every property uses coherent units and one physical state.

WORKED DEFAULT

Check the calculation with the default inputs

For 200 kPa absolute, 3 kPa vapor pressure, 1,000 kg/m^3, and 10 m/s, sigma = 3.94.

  1. Prepare coherent termsFind absolute pressure margin
  2. Apply the ratioForm dynamic pressure
  3. Review physical meaningDivide and review inception data

READ THE RESULT

Interpret the output in context

The result is a pressure-margin ratio; it does not predict cavitation inception, damage, noise, or safe operation.

ASSUMPTIONS AND LIMITS

Know where the model stops

  • Both pressures are absolute and use one datum.
  • Vapor pressure and density match the liquid temperature.

Local pressure minima, nuclei, geometry, dissolved gas, transients, scale effects, and empirical inception criteria remain outside this ratio.

COMMON QUESTIONS

Cavitation Number Calculator FAQs

Which inputs must match for Cavitation Number Calculator?

Use one coherent SI unit system, physical state, geometry, and documented characteristic scale across every input. Both pressures are absolute and use one datum. Vapor pressure and density match the liquid temperature. Confirm whether each property belongs to the fluid, solid, interface, particle, or transported quantity named by the formula. Mixed conventions can produce a plausible number whose physical meaning is wrong.

What does Cavitation Number reveal and conceal?

The result is a pressure-margin ratio; it does not predict cavitation inception, damage, noise, or safe operation. A dimensionless group compares selected mechanisms under a stated model; it does not prove a regime, transition, instability, similarity, or safe design. Geometry, boundary conditions, property variation, measurement uncertainty, and the validity range of downstream correlations still require separate review.

Can Cavitation Number Calculator replace engineering analysis?

No. This educational calculator performs displayed arithmetic on supplied SI values; it is not simulation, experimental validation, a correlation selector, material data, or engineering approval. Local pressure minima, nuclei, geometry, dissolved gas, transients, scale effects, and empirical inception criteria remain outside this ratio. Retain source values, units, property temperatures, geometry definitions, and uncertainty, then obtain qualified review before using the result for design or safety decisions.

RELATED TOOLS

Continue the calculation

Use boundary

Calculation path

Subtract vapor pressure from absolute reference pressure and divide by the displayed dynamic-pressure scale.

Calculation path

sigma = (p - pv) / (0.5 rho V^2).