This is the sort of thing i was looking at;
http://cgi.ebay.co.uk/BUCHER-HYDRAULIC-1-BANK-LEVER-VALVE-100-L-MIN-3-4_W0QQitemZ310188714106QQcmdZViewItemQQptZLH_DefaultDomain_3?hash=item4838b0287a
Mainly because the cheaper valves can only handel 45lpm, and the max flow of the motor im looking at is 60lpm. Sound reasonable?
Oh and im only using Hydraulic on the front, im using a Goodwinch TDS on the back with a bow 2 motor and 24v turbo unit.
You will need a pressure relief valve somewhere in the system. The lever operated valves used in mobile equipment can be supplied with a built in pressure relief valve. This will save space, hoses and fittings and make for a neater installation.
Im assuming thats what the 'main relief valve' on the valve i am looking at above is? How do i know where to set this? At the max pressure of the system?
I have read that whilst the main job of the relief valve is to stop the system bursting if a malfunction occures, it is also used to set the max pulling force of the winch, in that once the load becomes to hig, the pressure in the system becomes too large and the valve trips, but how is it possible to set this to be the case? By calculating the pressure of the system whilst the winch is at maximum pull? How would i go about doing this?
You should use an overcentre valve - you only need one for each winch (because the load can only pull rope from the winch in one direction).
Where abouts should this be located? Between the output of the directional controll valve and the motor?
Consider the rated pressure for both the pump and motor. For the required rope pull, you can calculate the torque required at the winch drum, and then the torque required at the motor.
Then for the pressure and torque select the motor size.
Motor torque (Nm) = displacement (cm^3) x pressure (bar) / 62.8
or torque (lbf in) = disp (in^3) x pressure (psi) / 6.28
From required rope speed, determine drum speed then motor rotational speed (rpm).
Then Flow rate (l/min) = disp (cm^3) x rpm / 1000
or flow (gal/min) = disp (in^3) x rpm / 192
The required pump size (displacement) can be chosen for the flow rate and pump speed.
Ok, the motor im looking at is;
http://cgi.ebay.co.uk/ws/eBayISAPI.dll?ViewItem&item=310177906347&ssPageName=STRK:MEWAX:IT
Mated with either this pump;
http://cgi.ebay.co.uk/ws/eBayISAPI.dll?ViewItem&item=320414356719&ssPageName=STRK:MEWAX:IT
Or this one.
http://cgi.ebay.co.uk/ws/eBayISAPI.dll?ViewItem&item=320414367456&ssPageName=STRK:MEWAX:IT
Your formula confuse me slightly in that i carnt quite understand what i need to work out to make my selection. I know that pump 1 has a smaller displacement per stroke, but at a higher pressure, wereas pump 2 has a larger dispalcement, but at a lower pressure.
I would say im looking for speed over power, its only to pull out a sub 1.5tonne suzuki based truck, so aslong as i can get 9 - 10,000lb pull from it in low gear im happy, anything other than than will be wasted.
Thanks for all your help so far, as someone very wise once said, a little knowledge is a dangerous thing!
Rich