Hose water pressure
Discussion
How much does the water pressure diminish through a standard tap/hose? I currently have a 15m hoseattached to my power washer which is perfectly fine. Unfortunately to be able to use it at my garage I will have to run at least 30m of hose to it, will the pressure drop to a ridiculous amount over this length?
ta!
ta!
Simpo Two said:
Something has to give because of friction, so it must be flow rate?
Friction will be negligble. I had a 40m hose at home for years and never noticed any pressure issues. I agree that there will have to be some pressure drop but I dont think it will make any difference to the OP.Flow or supply is your concern not pressure.
If you want to check that your hose will not supply sufficient water and could cause cavitation in your pump, get a five gallon bucket and measure the time it takes to fill. (Get galls/minute)
Do the same using your power washer at your best supply point. You will find that an electric power washer will use a lot less galls/min than a house supply. I doubt your electric power washer is 2 galls/min.
Should not be a problem, but you check if you want to
Apols in advance if your hose only delivers litres
If you want to check that your hose will not supply sufficient water and could cause cavitation in your pump, get a five gallon bucket and measure the time it takes to fill. (Get galls/minute)
Do the same using your power washer at your best supply point. You will find that an electric power washer will use a lot less galls/min than a house supply. I doubt your electric power washer is 2 galls/min.
Should not be a problem, but you check if you want to

Apols in advance if your hose only delivers litres

Edited by jeff m on Wednesday 20th January 15:27
If you want to know the losses on the hose length, you will need to find out the hose friction coefficient and a few other bits of info.....
The method is as follows:
a = (y(l/d))+z
Where:
a = Loss index of fluid system
y = Hose friction coefficient
l - Hose length
d = Hose diameter
z = sum of the loss index of individual components used in the system (excluding the pressure washer!)
To follow this and calculate pressure losses:
P = a x (p/2) x v^2
Where:
P = Pipe loss
a = Loss index of fluid system (as above)
p = Initial system pressure
v = Mean velocity of the fluid

The method is as follows:
a = (y(l/d))+z
Where:
a = Loss index of fluid system
y = Hose friction coefficient
l - Hose length
d = Hose diameter
z = sum of the loss index of individual components used in the system (excluding the pressure washer!)
To follow this and calculate pressure losses:
P = a x (p/2) x v^2
Where:
P = Pipe loss
a = Loss index of fluid system (as above)
p = Initial system pressure
v = Mean velocity of the fluid

Ledaig said:
If you want to know the losses on the hose length, you will need to find out the hose friction coefficient and a few other bits of info.....
The method is as follows:
a = (y(l/d))+z
Where:
a = Loss index of fluid system
y = Hose friction coefficient
l - Hose length
d = Hose diameter
z = sum of the loss index of individual components used in the system (excluding the pressure washer!)
To follow this and calculate pressure losses:
P = a x (p/2) x v^2
Where:
P = Pipe loss
a = Loss index of fluid system (as above)
p = Initial system pressure
v = Mean velocity of the fluid

Thanks for that The method is as follows:
a = (y(l/d))+z
Where:
a = Loss index of fluid system
y = Hose friction coefficient
l - Hose length
d = Hose diameter
z = sum of the loss index of individual components used in the system (excluding the pressure washer!)
To follow this and calculate pressure losses:
P = a x (p/2) x v^2
Where:
P = Pipe loss
a = Loss index of fluid system (as above)
p = Initial system pressure
v = Mean velocity of the fluid


In the end I bought an extension from B&Q for £15, if it doesn't work then no big deal.
The reason I can't just move the pressure washer to the garage is that the tap is outside the back wall, 30m or so away from the garage.
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