Power Take-Off - PTO
Power Take-Off - PTO
Power Take-Off (PTO) is a mechanical device which is designed for transmitting power from transmission to hydraulic pump or compressor.
Parameters characterizing PTOs: torque, ratio, rotation, mounting side and output type from PTO to pump.
PTO Selection
Gearbox Type
When selecting the right PTO to use, it is essential to define the type of the main transmission correctly. For that purpose, you will find an aluminum plate that contains all important parameters on the main transmission . According to these details, the correct PTO can be selected.
Required parameters:
- Manufacturer's name, gearbox brand
- Type,
- First gear ratio (if available)
Mounting Side
This defines the input for PTO connection.
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)
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)
If more than one input is available, you must select the smaller overall size (to mount PTO easily). More than one input can be used at the same time, but the current power generated in the transmission must be evaluated. In case of different PTO applications, consider contacting our technical department.
If more than one input is available, you must select the smaller overall size (to mount PTO easily). More than one input can be used at the same time, but the current power generated in the transmission must be evaluated. In case of different PTO applications, consider contacting our technical department.
Rotation
Rotation is the key factor for the right choice of pumps or other mechanical devices in which rotation direction must be uniform with the PTO.
Warning! The PTO rotation is defined when facing the PTO output. As a result, the pump rotation would be the opposite.
Warning! The PTO rotation is defined when facing the PTO output. As a result, the pump rotation would be the opposite.
Gear Position
This is one of the important details to check whether the power take-off is correctly selected. The position of the gear must be compared to the center line of the PTO output and the motion vector of the vehicle. The position is defined from the front when facing the output.
Rotation Speed
All speeds shown in the catalogue are calculated by taking into account the rated motor speed of 1000 rpm. Some transmissions are driven by a number of speed levels selected by the gear shift lever. You can find the current speeds of each PTO in the relevant catalogue.
Output Torque & Power Calculation
The following formula is used to calculate the power (kW) for the equipment to be attached.
kW = T x RPM ÷ 9550
Torque:
T = kW x 9550 ÷ RPM
Pump Input Power:
kW = P (bar) x Q (l/min) ÷ 600
Approximate engine rotation during operation:
The speed is stated as the percentage of PTO speed in regards to the engine speed. For instance, at pump speed of 1000 rpm and engine speed of 1500 rpm, the PTO rotation would be approximately two-thirds or 67%.
Equipment speed ÷ Desired Engine Speed = PTO Speed (% of the engine)
1000 ÷ 1500 = 0.666 (67%)
Intermittent Torque Requirement of Drive Components:
The following formula applies:
(kW x 9550) ÷ RPM* = N.m
T = N.m (Intermittent)
* PTO speed (rpm)
The torque value at the output of the power take-off depends on the structural parameters. During selection, the torque value must be taken into account when comparing the characteristics of the transmission system. Torque values are reported as Nm. The torque value indicated is the maximum available for each output.
Warning! Always ensure that the torque absorbed in the transmission is less than the maximum permitted by the transmission itself.