OK, after helping to derail a thread the other day (sorry Randy), I decided to do some further testing of my dust collector to get a better handle on the relation between static pressure, airflow, and motor power output. My day job is for an electric utility and about 50% of my time is spent dealing with power quality issues so all or the test equipment needed was close at hand.
My dust collector is an Oneida V3000, and it is fitted with a US made Leeson 3hp motor. The pertinent specs off of the motor are as follows;
Full load amps – 13
Full load power factor - .91
Efficiency – 81.5%
Output – 3hp / 2.25 kW
Capacitor start / capacitor run
I used the following test equipment; UEI EM151 digital manometer, Fluke 41B power harmonics analyzer, Fluke 33 true RMS clamp on ammeter, Fluke 189 digital multimeter.
The CFM numbers are extracted from an Oneida published fan curve for the V3000. SP measurements were taken from a pitot tube at the cyclone inlet.
Horsepower was calculated using this formula; voltage (238) x current x pf x eff. / 746
The results were as follows;
SP ______CFM___ Amps___ PF___ HP
12.4 (max)_<100____7.3 ____.71 ___1.34
12 _______200_____7.5____ .73____1.42
11 _______400_____8.7 ____.81____1.87
10 _______525_____9.6 ____.83____2.07
9 ________650____10.1 ____.86____2.26
8 ________775____10.3____.86____ 2.3
7 ________900____10.6____.86____2.37
6 _______1000____10.9____.87____2.47
5 _______1100____11.1____.89____2.57
4 _______1200____11.3____.89____2.61
3.7(min) __1250____11.4____.89____2.63 (1.97kW)
One other interesting piece of information, the locked rotor / inrush peak current was 159 amps.
I’m not really sure that this information has too much value other than to illustrate the relationship between SP, CFM, and HP for a typical small shop dust collector. It did reassure me that my system as installed is working as advertised. There is a little bit of headroom on the motor so it should live a long and happy life.