# Pumps - Suction Specific Speed

## Suction Specific Speed can be used to determine stable and reliable operations for pumps with max efficiency without cavitation

Suction Specific Speed - *N _{ss} *- can be useful when evaluating the operating conditions on the suction side of pumps. Suction Specific Speed is used to determine what pump geometry - radial, mixed flow or axial - to select for a stable and reliable operation with max efficiency without cavitation. N

_{ss}can also be used to estimate safe operating ranges.

Suction Specific Speed is a dimensionless value and can be calculated as

N_{ss}= ω q^{1/2}/ NPSH_{r}^{3/4}(1)

where

N_{ss}= Suction Specific Speed

ω= pump shaft rotational speed (rpm)

q= flow rate capacity (m^{3}/h, l/s, m^{3}/min, US gpm, British gpm) - for the pump at Best Efficiency Point (BEP)

NPSH_{r}= Required Net Positive Suction Head - for the pump at BEP(m, ft)

Suction Specific Speed can be compared with Specific Speed but instead of using the total head for the pump the Required Net Positive Suction Head (NPSH_{r}) is used.

*N _{ss}* have the same value for geometrically similar pumps. As a rule of thumb the Specific Suction Speed should be

**below**

*9000*(calculated with

*US gpm*) to avoid cavitation and unstable and unreliable operations. Empirical studies indicates that safe operating ranges from Best Efficiency Points (BEP) are more narrow at higher Suction Specific Speeds.

### Specific Suction Speed - *N*_{ss} - Pump Calculator

This calculator can be used to calculate the Suction Specific Speed for a pump.

ω- pump shaft rotational speed (rpm)

q- flow rate (m^{3}/h, l/s, m^{3}/min, US gpm, British gpm)

NPSH_{r}- Required Net Positive Suction Head (m, ft)

**Note!** When comparing pumps and their documentation - be aware of the units used.

### Convert between Imperial units *(gpm)* and Metric units *(m*^{3}/h, l/s)

^{3}/h, l/s)

*N*_{ss}(US gpm) = 1.63 N_{ss}(metric l/s) = 0.86 N_{ss}(metric m^{3}/h)*N*_{ss}(Metric l/s) = 0.614 N_{ss }(US gpm)*N*_{ss}(Metric l/s) = 0.67 N_{ss }(British gpm)

### Example - Actual NPSH_{a} vs Required NPSH_{r}

For a pump with flow *1000 gpm*, head *500 ft, *speed* 3000 rpm * and a maximum acceptable Suction Specific Speed *9000* - the Required Net Positive Suction Head can be calculated by modifying *(1)* as

*NPSH _{r} = (ω q^{1/2} / N_{ss})^{4/3}*

* = ((3000 rpm) (1000 gpm) ^{1/2} / (9000))^{4/3}*

* = 23 ft*

The calculated Required Net Positive Suction Head - *NPSH _{r} *- is the minimum head required for proper operation. It is common to add a safety margin when calculating the Actual Net Positive Suction Head -

*NPSH*

_{a}- for the installation.

*NPSH _{a} = NPSH_{r} S_{r }(2)*

_{ }

*where *

*S*_{r} = safety ratio

For the example above we assume the safety ratio* S_{r} *to be

*1.5 (50%)*. Actual NPSH

_{a}with the safety margin can then be calculated to

*NPSH _{a} = (23 ft) (1.5)*

_{}

* = 34.5 ft*

Note that if the head at the suction side of the pump is lower than the required NPSH_{a} - the head can be increased by

- increasing the dimensions on the suction pipes
- shorten the suction pipes
- remove or reduce the number of components like valves or filters in the suction pipes
- increase the static pressure in the system
- lower the pump (increasing the static pressure in the pump)

### Example - Suction Specific Speed

For a pump the actual Net Positive Suction Head - NPSH_{a} - available in the process line is determined to *20 ft*. For a pump with rotational speed *1750 rpm *and flow rate *500 US gpm* - the operating Suction Specific Speed with this NPSH_{a} can be estimated to

N_{ss}= (1750 rpm) (500^{ }gpm)^{1/2}/ (20 ft)^{3/4}

= 4138

- well below the limit 9000 to avoid cavitation

We can use the same safety margin as in the example above and calculate *NPSH _{r} *by modifying (2) to

*NPSH _{r} = NPSH_{a} / S_{r }*

* = (20 ft) / (1.5)*

* = 13.3 ft*

### Double Suction Type Pumps

For a double suction pump the flow at the inlet is divided by two. Using a double suction pump is one way of meeting system *NPSH* and obtaining a higher head.