Suction specific speed
Suction specific speed (Nss) is a dimensionless number, or index, that defines the suction hydraulics, or suction characteristics, of a centrifugal pump. The term Nss is a misnomer because it is not a unit of speed. It is calculated from the equation:
Nss = [ (N x Q^0.5) / (NPSHR3)^0.75 ]
where:
N = speed of rotation in RPM
Q = capacity in GPM at maximum impeller BEP (for double suction impeller, Q=GPM/2)
NPSHR3 = the NPSHR in feet based on 3% head loss at BEP
BEP is defined as the best efficiency point, or the capacity with the highest efficiency on the pump curve, at maximum impeller diameter (not at the rated diameter).
In a two-stage, or multistage pump, NPSHR3 is based on a 3% head loss of the first stage impeller. The NPSHR of the series stage impeller does not affect NPSHR3. In pumps with dissimilar first stage and series stage impellers it is acceptable to estimate the head of the first stage impeller as it may be impractical to isolate and measure the actual first stage head such as in double barrel pumps.
NPSHR3 is the default basis for determining NPSHR and it allows for an apple-to-apple comparison of the suction characteristics of similar pumps. Aside from NPSHR3, and in specialized high-energy service, some end users may require the NPSHR to be based on one percent or zero percent head loss.
Example:
What is the suction specific speed of a double suction pump operating at 3560 RPM with 18 FT of NPSHR3 at its BEP of 800 GPM?
Solution:
Nss = [3560 x (800/2)^0.50 / (18)^0.75] = 8148
Some practical applications of NSS are:
As the term implies, the suction specific speed of a pump is mainly influenced by its suction design geometry its suction nozzle diameter, the casing suction bay area development, the impeller suction eye area, eye inlet diameter, and suction vane angle
The second part of this article includes discussions on:
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