colowater
Civil/Environmental
- Apr 18, 2013
- 2
Hi all,
I have been searching for a reasonable solution to a hurdle I have encountered on a recent project. I am designing a pump station that will be delivering a large range of flows to two seperate locations. A system of two pumps will be used to cover the entire range of flows (approximately 200 gpm to 9000 gpm). It is feasible based on intake water levels that the static head between the two systems could vary between 31 feet and 3 feet. We will need to cover the entire range of flows under both conditions. The friction losses further complicate things making our range of total dynamic head varying from nearly 80' (at 9000 gpm and 31' static head) to 3' (200 gpm and 3' of static head).
I am interested in designing a system that will provide adequate, dynamic backpressure that will essentially align the second system curve (to the low elevation outlet) with the first system curve (to the high elevation outlet). I believe that I can accomplish this using an electronically actuated throttling valve (either butterfly, globe or pinch). My confusion lies in how to adequately calculate the minor losses for varying cross sectional areas through the valve. Do the equations at the following link apply, or do they not because the pipe diameter would again increase downstream on the valve (in other words is my A2 the value through the valve, or the value just downstream of the valve)? Any other thoughts?
Thanks in advance for any responses. I have been a lurker for years and have found this forum to be an excellent resource.
I have been searching for a reasonable solution to a hurdle I have encountered on a recent project. I am designing a pump station that will be delivering a large range of flows to two seperate locations. A system of two pumps will be used to cover the entire range of flows (approximately 200 gpm to 9000 gpm). It is feasible based on intake water levels that the static head between the two systems could vary between 31 feet and 3 feet. We will need to cover the entire range of flows under both conditions. The friction losses further complicate things making our range of total dynamic head varying from nearly 80' (at 9000 gpm and 31' static head) to 3' (200 gpm and 3' of static head).
I am interested in designing a system that will provide adequate, dynamic backpressure that will essentially align the second system curve (to the low elevation outlet) with the first system curve (to the high elevation outlet). I believe that I can accomplish this using an electronically actuated throttling valve (either butterfly, globe or pinch). My confusion lies in how to adequately calculate the minor losses for varying cross sectional areas through the valve. Do the equations at the following link apply, or do they not because the pipe diameter would again increase downstream on the valve (in other words is my A2 the value through the valve, or the value just downstream of the valve)? Any other thoughts?
Thanks in advance for any responses. I have been a lurker for years and have found this forum to be an excellent resource.