Giacomo Lepore
Guest
Hi.
I really need help getting out of this situation. I'm not an expert on plumbing, so maybe I made a few trivial mistakes, be clementi.
I have a hydraulic system consisting of two parallel pumps, a distributor, some rubber tubes and fittings and then finish on a hydraulic motor. Mix flow and pressure at the entrance of the hydraulic motor and pressure to the pumps. the system works around 260 bars and a range between 60 and 75 liters per minute depending on the load applied to the engine.
I try to calculate the loss of load between the two measuring points of the pressure (use darcy-weisbach with lambda obtained from the formula of colebrook-white) and I find myself a couple of bars. but I mix 30 with a tube of 3/4''' and 60 with a tube of 1/2''. then I try to make calculation with this site: <https://digilander.libero.it/hytech/calcolo tubation.html> and the results are very close to my calculations (I think the online computer uses blasius, I colebrook, so I should be slightly more accurate).
Can you help me figure out how a couple of bars spread to become 60 bars in reality?
I tried to impose an equivalent length such as to get 30 bars in one condition waiting for me to find 60 in the other, and instead so I find more than 100 bars of pressure drop, so something is happening that is less than square than speed.
I would give you some extra data, but I don't know, ask.
Thank you.
I really need help getting out of this situation. I'm not an expert on plumbing, so maybe I made a few trivial mistakes, be clementi.
I have a hydraulic system consisting of two parallel pumps, a distributor, some rubber tubes and fittings and then finish on a hydraulic motor. Mix flow and pressure at the entrance of the hydraulic motor and pressure to the pumps. the system works around 260 bars and a range between 60 and 75 liters per minute depending on the load applied to the engine.
I try to calculate the loss of load between the two measuring points of the pressure (use darcy-weisbach with lambda obtained from the formula of colebrook-white) and I find myself a couple of bars. but I mix 30 with a tube of 3/4''' and 60 with a tube of 1/2''. then I try to make calculation with this site: <https://digilander.libero.it/hytech/calcolo tubation.html> and the results are very close to my calculations (I think the online computer uses blasius, I colebrook, so I should be slightly more accurate).
Can you help me figure out how a couple of bars spread to become 60 bars in reality?
I tried to impose an equivalent length such as to get 30 bars in one condition waiting for me to find 60 in the other, and instead so I find more than 100 bars of pressure drop, so something is happening that is less than square than speed.
I would give you some extra data, but I don't know, ask.
Thank you.


