BeanAnimal
Premium Member
Slug,
Lets be realistic here. The AC mains frequency error is almost non existent with any significance to my application. As long as the motor has enough torque to not slip phase, then any error is completely irrelevant.
a 2 pole induction motor runs at 3600 RPM @ 60 HZ
a 4 pole induction motor runs at 1800 RPM @ 60 HZ
1 8 pole induction motor runs at 900 RPM @ 60 Hz
Now lets look at the AC mains error for each:
http://www.ligo.caltech.edu/docs/G/G020245-00/G020245-00.pdf
here is a 1 year error plot for part of the us grid.
Now lets throw the .01 or so average error out the window and call it a full Hz!!!
So:
a 2 pole induction motor runs at 3540 RPM @ 59 HZ
a 2 pole induction motor runs at 3600 RPM @ 60 HZ
a 2 pole induction motor runs at 3660 RPM @ 61 HZ
a 4 pole induction motor runs at 1770 @ 60 HZ
1 4 pole induction motor runs at 1800 RPM @ 60 Hz
a 4 pole induction motor runs at 1830 RPM @ 60 HZ
1 8 pole induction motor runs at 885 RPM @ 60 Hz
1 8 pole induction motor runs at 900 RPM @ 60 Hz
1 8 pole induction motor runs at 915 RPM @ 60 Hz
Notice a pattern? Frequency to RPM is linear... so we can ignore the number of poles and just talk about motors.
Now lets reduce each down with gear reduction to 1 RPM and 10 RPM
2 poles at 3540 RPM @ 59 Hz reduced via 3600:1 reduction = .98333 RPM
2 poles at 3600 RPM @ 60 Hz reduced via 3600:1 reduction = 1 RPM
2 poles at 3660 RPM @ 61 HZ reduced via 3600:1 reduction = 1.0166 RPM
2 poles at 3540 RPM @ 59 Hz reduced via 3600:1 reduction = 9.8333 RPM
2 poles at 3600 RPM @ 60 Hz reduced via 3600:1 reduction = 10 RPM
2 poles at 3660 RPM @ 61 HZ reduced via 3600:1 reduction = 10.166 RPM
No lets look at those error rates with respect to the average dose of 100ml
PUMP RPMS:
0.98
1.00
1.17
09.83
10.00
10.17
PUMP SIZE 0.1 ml/Revolution
0.98 RPM @ 1000 minutes = 98 ml
1.00 RPM @ 1000 minutes = 100 ml
1.17 RPM @ 1000 minutes = 117 ml
09.83 RPM @ 100 minutes = 98.3 ml
10.00 RPM @ 100 minutes = 100 ml
11.7 RPM @ 100 minutes = 117 ml
PUMP SIZE 1 ml/Revolution
0.98 RPM @ 100 minutes = 98 ml
1.00 RPM @ 100 minutes = 100 ml
1.17 RPM @ 100 minutes = 117 ml
... etc
As you can see the error is also linear with respect to the peristaltic pump capacity.
No lets drift back to reality. We used an error of an ENTIRE RPM or about 1.5%. Our power is not nearly that bad. The reality is that the Frequency error is .01 -.04 Hz or about .05% (100 times or so less!) Again, please refer to the plit and see that the .05% I use below is still almost off the chart of reality. with .001 - .002 being the trend.
Shall we:
50.95 Hz = 0.991 RPM
60.00 Hz = 1 RPM
60.05 Hz = 1.0008 RPM
AND THAT IS ASSUMING THAT THE ERROR PERSISTS THROUGH THE ENTIRE DOSING PERIOD! Reality is that the frequency errors are intermitant, otherwise all of our clocks would be off all the time. They do run off of the frequency supplied by the power plant!
Do I need to go any further to demonstrate that TIMING a peristaltic pump in our application produces no reasonable error for an any reasonable pump size and dose between 1ml and 10,000 ml per day? It is MORE accurate than YOU filling a measuring cup and more accurate than the concentration ratio of the 2 part mixture you purchased or mixed.
So I don't agree timing the motor while be as accurate, accurate enough for this application I suppose.
is relevant in what sense to how much precision for what process? To say that your statement is picking hairs is an understatement.. it is picking with a scanning electron microscope.
I am sorry if I sound like a jerk, but I don't like misplaced or misapplied logic, especially when it is used to in attempt to show a well thought out process to be "in error". I tired to briefly and kindly explain my reasoning, but you still insisted on correcting me as if I did not understand the facts. I do understand the facts and used them in making the decisions for this projet. Please do not take this the wrong way. I am not being thing skinned, but rather ensuring that the facts are fully illustrated with regards to the subject and points put forward.
Lets be realistic here. The AC mains frequency error is almost non existent with any significance to my application. As long as the motor has enough torque to not slip phase, then any error is completely irrelevant.
a 2 pole induction motor runs at 3600 RPM @ 60 HZ
a 4 pole induction motor runs at 1800 RPM @ 60 HZ
1 8 pole induction motor runs at 900 RPM @ 60 Hz
Now lets look at the AC mains error for each:
http://www.ligo.caltech.edu/docs/G/G020245-00/G020245-00.pdf
here is a 1 year error plot for part of the us grid.
Now lets throw the .01 or so average error out the window and call it a full Hz!!!
So:
a 2 pole induction motor runs at 3540 RPM @ 59 HZ
a 2 pole induction motor runs at 3600 RPM @ 60 HZ
a 2 pole induction motor runs at 3660 RPM @ 61 HZ
a 4 pole induction motor runs at 1770 @ 60 HZ
1 4 pole induction motor runs at 1800 RPM @ 60 Hz
a 4 pole induction motor runs at 1830 RPM @ 60 HZ
1 8 pole induction motor runs at 885 RPM @ 60 Hz
1 8 pole induction motor runs at 900 RPM @ 60 Hz
1 8 pole induction motor runs at 915 RPM @ 60 Hz
Notice a pattern? Frequency to RPM is linear... so we can ignore the number of poles and just talk about motors.
Now lets reduce each down with gear reduction to 1 RPM and 10 RPM
2 poles at 3540 RPM @ 59 Hz reduced via 3600:1 reduction = .98333 RPM
2 poles at 3600 RPM @ 60 Hz reduced via 3600:1 reduction = 1 RPM
2 poles at 3660 RPM @ 61 HZ reduced via 3600:1 reduction = 1.0166 RPM
2 poles at 3540 RPM @ 59 Hz reduced via 3600:1 reduction = 9.8333 RPM
2 poles at 3600 RPM @ 60 Hz reduced via 3600:1 reduction = 10 RPM
2 poles at 3660 RPM @ 61 HZ reduced via 3600:1 reduction = 10.166 RPM
No lets look at those error rates with respect to the average dose of 100ml
PUMP RPMS:
0.98
1.00
1.17
09.83
10.00
10.17
PUMP SIZE 0.1 ml/Revolution
0.98 RPM @ 1000 minutes = 98 ml
1.00 RPM @ 1000 minutes = 100 ml
1.17 RPM @ 1000 minutes = 117 ml
09.83 RPM @ 100 minutes = 98.3 ml
10.00 RPM @ 100 minutes = 100 ml
11.7 RPM @ 100 minutes = 117 ml
PUMP SIZE 1 ml/Revolution
0.98 RPM @ 100 minutes = 98 ml
1.00 RPM @ 100 minutes = 100 ml
1.17 RPM @ 100 minutes = 117 ml
... etc
As you can see the error is also linear with respect to the peristaltic pump capacity.
No lets drift back to reality. We used an error of an ENTIRE RPM or about 1.5%. Our power is not nearly that bad. The reality is that the Frequency error is .01 -.04 Hz or about .05% (100 times or so less!) Again, please refer to the plit and see that the .05% I use below is still almost off the chart of reality. with .001 - .002 being the trend.
Shall we:
50.95 Hz = 0.991 RPM
60.00 Hz = 1 RPM
60.05 Hz = 1.0008 RPM
AND THAT IS ASSUMING THAT THE ERROR PERSISTS THROUGH THE ENTIRE DOSING PERIOD! Reality is that the frequency errors are intermitant, otherwise all of our clocks would be off all the time. They do run off of the frequency supplied by the power plant!
Do I need to go any further to demonstrate that TIMING a peristaltic pump in our application produces no reasonable error for an any reasonable pump size and dose between 1ml and 10,000 ml per day? It is MORE accurate than YOU filling a measuring cup and more accurate than the concentration ratio of the 2 part mixture you purchased or mixed.
So I don't agree timing the motor while be as accurate, accurate enough for this application I suppose.
is relevant in what sense to how much precision for what process? To say that your statement is picking hairs is an understatement.. it is picking with a scanning electron microscope.
I am sorry if I sound like a jerk, but I don't like misplaced or misapplied logic, especially when it is used to in attempt to show a well thought out process to be "in error". I tired to briefly and kindly explain my reasoning, but you still insisted on correcting me as if I did not understand the facts. I do understand the facts and used them in making the decisions for this projet. Please do not take this the wrong way. I am not being thing skinned, but rather ensuring that the facts are fully illustrated with regards to the subject and points put forward.
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