RomanKatz
Industrial
- Aug 29, 2012
- 52
Hello Friends,
I have a question for you regarding lubricants additives.
At this point I have a gear pump 1.5'' 1.5 Kw 3P (victor pump R40G44BF+Y do be exact). Inlet pipe is 4 meters long(1.5'') made of plastic reinforced tube. The outlet is 5 meters long same plastic tube that is then connected to 8 meters CS 2'' pipe (4 meter horizontally and 4 meters vertically).
I connect the inlet tube to a tilted drum of viscous liquid. It takes 1 Hr to empty the drum (about 3kg/min).
This is how I currently operate.
In order to make things better, I was offered a progressive cavity pump that is expected to deliver about 13 l/min. The supplier has said that my pump is “choked” by the suction tube and the several meters of hose. The pressure losses are quite remarkable he said.
If I shorten the suction tube how much difference will it make?
I have another gear pump that is 2'' diameter, I don't use it because 2'' plastic tube is hard to operate, but Is there a calculation that can be done to calculate the expected delivery rate?
Thanks
Best Regards
Roman Katz
I have a question for you regarding lubricants additives.
At this point I have a gear pump 1.5'' 1.5 Kw 3P (victor pump R40G44BF+Y do be exact). Inlet pipe is 4 meters long(1.5'') made of plastic reinforced tube. The outlet is 5 meters long same plastic tube that is then connected to 8 meters CS 2'' pipe (4 meter horizontally and 4 meters vertically).
I connect the inlet tube to a tilted drum of viscous liquid. It takes 1 Hr to empty the drum (about 3kg/min).
This is how I currently operate.
In order to make things better, I was offered a progressive cavity pump that is expected to deliver about 13 l/min. The supplier has said that my pump is “choked” by the suction tube and the several meters of hose. The pressure losses are quite remarkable he said.
If I shorten the suction tube how much difference will it make?
I have another gear pump that is 2'' diameter, I don't use it because 2'' plastic tube is hard to operate, but Is there a calculation that can be done to calculate the expected delivery rate?
Thanks
Best Regards
Roman Katz