MidstreamEgr
Mechanical
- Feb 6, 2012
- 23
I have a system that has two 4" gasoline truck loading-arm metering assemblies fed by a single 6" pump header. Each arm may or may not be operating simultaneously for truck loading. In the 4" branch from the header for each, we are injecting ethanol. This injection is downstream of the common header, and upstream of the metering assembly (meter, control valve, arm). Since we need to make sure the correct amount of ethanol is injected in each, regardless of how many arms are operating and when, the conceern was raised if we have any way to make sure that we would get the "right amount" of ethanol in each stream -- for example, we want two E10 streams, not am E5 and an E15.
THe concern is that injected fluid from one of the two 4" pipes could migrate to or affect the flow of the other. The injection of ethanol would be from a higher pressure source (to ensure it's able to inject), but since it's injecting into an "open pipe", the pressure should equalize instantly with the primary fluid (gasoline).
I have no concern about this myself, but can't assemble the right technical reasons or math to prove it won't be an issue. Energy required to backflow against an active fluid stream, potential of vortexing at one tee and "sucking" up fluid, etc. None of this seems possible especially since each arm is metered, but it's only experience and gut, not mathematical equations. Of course, I could be wrong too.
Any thoughts. Am I off-base? Is there a way to calculate minimum distance from common header to the injection point to avoid vortex, or "injection plume", etc?
THe concern is that injected fluid from one of the two 4" pipes could migrate to or affect the flow of the other. The injection of ethanol would be from a higher pressure source (to ensure it's able to inject), but since it's injecting into an "open pipe", the pressure should equalize instantly with the primary fluid (gasoline).
I have no concern about this myself, but can't assemble the right technical reasons or math to prove it won't be an issue. Energy required to backflow against an active fluid stream, potential of vortexing at one tee and "sucking" up fluid, etc. None of this seems possible especially since each arm is metered, but it's only experience and gut, not mathematical equations. Of course, I could be wrong too.
Any thoughts. Am I off-base? Is there a way to calculate minimum distance from common header to the injection point to avoid vortex, or "injection plume", etc?