sree2613
Mechanical
- Jul 18, 2012
- 1
Hello All,
I am designing fuel delivery system for underground mine. I have found similar thread in this forum but I couldn't find the answer I was looking for. Expalining my problem, We have batch tank on surface and we have to send the diesel to an underground tank located 4000 ft below from the batch tank. We have to empty the vertical pipe after each fuelling . So when you start fuelling, the vertical pipe will be empty and diesel will be free falling through the pipe. I have read a standard that the velocity in the pipe should not be more tha 14 ft/sec in order to avoid forming static electricity. So as soon as the fuel enters the vertical section of the pipe, the gravity comes into play and 14ft/sec will be reached with in a second. I used some basic equation to come up with above statement, V=u+gt. Could someone help me how we can limit the velocity in the vertical pipe to 14ft/sec.?
Thanks
I am designing fuel delivery system for underground mine. I have found similar thread in this forum but I couldn't find the answer I was looking for. Expalining my problem, We have batch tank on surface and we have to send the diesel to an underground tank located 4000 ft below from the batch tank. We have to empty the vertical pipe after each fuelling . So when you start fuelling, the vertical pipe will be empty and diesel will be free falling through the pipe. I have read a standard that the velocity in the pipe should not be more tha 14 ft/sec in order to avoid forming static electricity. So as soon as the fuel enters the vertical section of the pipe, the gravity comes into play and 14ft/sec will be reached with in a second. I used some basic equation to come up with above statement, V=u+gt. Could someone help me how we can limit the velocity in the vertical pipe to 14ft/sec.?
Thanks