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Nozzles and Venturi nozzles are devices that are inserted in circular cross-section conduit to create a pressure difference of static pressure caused by the flow contraction in the throat of it. You can calculate flow rate using that pressure difference.

Due to the contraction in the diameter from the inlet to the throat of the nozzle, the flow velocity is changing while flow rate remains constant. That change in flow velocity is creating the increase of the dynamic pressure and drop of the static pressure, as total pressure remains uniform, according to the conservation law.

You can measure the change of the static pressure by measuring the pressure in the inlet and after the nozzle. That measured value is the input value for the calculation of the flow rate.

This calculator also calculates total pressure drop created by the nozzle. You can use this calculator for all three types of nozzles covered in standards: ISA 1932 nozzle, long radius nozzle, and Venturi nozzle. All three types differ from each other based on its shape. All nozzles have radius shaped convergent inlet with the cylindrical throat, and Venturi nozzle also has a divergent part as an outlet.

You can use a nozzle and Venturi nozzle calculator for subsonic single-phase liquids or ideal gases. The calculator is not for pulsating flow, or non-steady flow when the flow rate is changing in time.

This calculator is not suitable for flow of multiphase fluids, like a stream of liquids that contain solid particles or stream of liquids that contain undissolved gases. Also, it is not suitable for gases that are not ideal, i.e., gases that don't relate to the perfect gas law.

Limiting factor for this calculator is when the flow reaches chocked flow and mean velocity is close to the local speed of sound. You can use gas discharge calculator for calculation of gas flow with a higher pressure drop and flow close or equal to choked flow conditions.

To calculate flow rate, you have to enter the nozzle inlet and throat diameter, together with fluid properties - density and viscosity.

For a gas as flowing fluid, instead of the density, you can enter gas constant, pressure and temperature at actual conditions. Density is then calculated using an ideal gas state equation.

You should enter density on actual flow conditions, as well as real pressure and real temperature.

The calculator is doing calculation according to ISO 5167-3. You can expect to have accurate and reliable results solely if the device satisfies the requirements from the standard.

For the flow of a perfect gas, the pressure reduction produced by the nozzle (p2/p1) must be higher than 0.75.

Limits of use for nozzles are:

50 mm < D < 500 mm

0.3 < β < 0.8

7x10^{4} < ReD < 10^{7} for 0.3 < β < 0.44

2x10^{4} < ReD < 10^{7} for 0.44 < β < 0.80

Limits of use for long radius nozzles are:

50 mm < D < 630 mm

0.2 < β < 0.8

10^{4} < ReD < 10^{7}

Limits of use for Venturi nozzles are:

65 mm < D < 500 mm

0.316 < β < 0.775

1.5x10^{5} < ReD < 2x10^{6}

If the nozzle characteristics or flow conditions are not according to the ISO 5167-3 calculator presents the warning message. If you still want to perform calculation regardless of the states in the standard, you can choose not to use ISO constraints in the computation.

If you need a quick calculation, but you are not still familiar how to use the calculator, you can order calculation service from the calculator developer.