Servo Valves
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Flow Control Servo Valves with Analog Interface without Integrated Electronics
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)
G761 and 761 Series Flow Control Valve
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- Rated Flow: 3.8, 9.6, 19, 38 and 62 l/min. (1, 2.5, 5, 10 & 16.5 gpm) ∆p 70 bar (1,000 psi)
- Rated Pressure: 310 bar (4,500 psi)
- Rated Signal: +/-15, 40 and 200 mA single coil
- Port Pattern: ISO 10372 - 04 - 04 - 0 - 92
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![](/images/stories/adobe.png)
G761 Series
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G771, G772, G773, 771, 772, & 773 Series Flow Control Valve
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- Rated Flow: 1.9, 3.8, 9.6, and 19 l/min. (0.5, 1, 2.5, and 5 gpm) ∆p 70 bar (1,000 psi)
- Rated Pressure: 210 bar (3,000 psi)
- Rated Signal: +/- 8.0, 15, 30, 40 and 200 mA single coil
- Port Pattern: Multiple options available
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![](/images/stories/adobe.png)
G77X Series
![](/images/stories/adobe.png)
771, 772 & 773 Series
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![G631 Series Flow Control Valve](http://www.moog.com/images/Products/Servovalves_Servo-Proportional_Valves/Industrial/G631_series_servovalve_th.jpg)
G631 and 631 Series Flow Control Valve
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- Rated Flow: 3.8, 9.6, 19, 38, 57, and 76 l/min. (1, 2.5, 5, 10, 15 and 20 gpm) ∆p 70 bar (1,000 psi)
- Rated Pressure: 310 bar (4,500 psi)
- Rated Signal: +/-60 and 100 mA single coil
- Port Pattern: ISO 4401-05-05-0-94
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![](/images/stories/adobe.png)
G631 Series
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![072](/images/072.png)
72 Series Flow Control Valve
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- Rated Flow: 100 l/min (25 gpm) to 227 l/min (60 gpm) ∆p 70 bar (1,000 psi)
- Rated Pressure: 310 bar (4,500 psi)
- Rated Signal: +/-8, 15 and 40 mA single coil
- Port Pattern: ISO 10372 - 06 - 05 -0 - 92
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![](/images/stories/adobe.png)
72 Series
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![78 Series Flow Control Valve](http://www.moog.com/images/Products/Servovalves_Servo-Proportional_Valves/Industrial/78_series_servovalve_th.jpg)
78 Series Flow Control Valve
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- Rated Flow: 76, 96, 114 and 151 l/min. (20, 25, 30, and 40 gpm) ∆p 70 bar (1,000 psi)
- Rated Pressure: 210 bar (3,000 psi)
- Rated Signal: +/- 8.0, 15, 40 and 200 mA single coil
- Port Pattern: Moog standard
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![](/images/stories/adobe.png)
78 Series
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![760 Series Flow Control Valve](http://www.moog.com/images/Products/Servovalves_Servo-Proportional_Valves/Industrial/760_series_servovalve_th.jpg)
760 Series Flow Control Valve
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- Rated Flow: 0.5, 1.9, 3.8, 9.6, 19, 38 and 57 l/min. (0.13, 0.5, 1, 2.5, 5, 10 & 15 gpm) ∆p 70 bar (1,000 psi)
- Rated Pressure: 210 bar (3,000 psi) normal | 350 bar (5,000 psi) special order
- Rated Signal: +/- 8, 15, 30, 40, 50 and 200 mA single coil
- Port Pattern: ISO 10372 - 04 - 04 0 - 92
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![](/images/stories/adobe.png)
760 Series
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![79-100 and 79-200 Series Flow Control Valve](http://www.moog.com/images/Products/Servovalves_Servo-Proportional_Valves/Industrial/79-200_series_servovalve_th.jpg)
79-100 and 79-200 Series Flow Control Valve
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- Rated Flow: 114, 151, 246, 380 644, 795 and 100 l/min. (30, 40, 65, 100, 170, 210 & 270 gpm) ∆p 70 bar (1,000 psi)
- Rated Pressure: 210, 310, & 350 bar (3,000, 4,500, & 5,000 psi)
- Rated Signal: +/-30 and 80 mA single coil
- Port Pattern: -079-2xx & 792: PORTS: 3.12 X 2.25, 8
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![](/images/stories/adobe.png)
79 Series
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Servo Valves
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Flow Control Servo Valves with Fieldbus Interface
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PDF
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![](http://www.moog.com/images/Products/Servovalves_Servo-Proportional_Valves/Industrial/D637_series_servovalve_th.jpg)
D636 and D637 Series
Direct-Operated Servovalves
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- Rated Flow: 5 to 100 l/min (1.3 to 26.3 gpm) @ ∆p 35 bar (500 psi) per land
- Maximum Flow: 180 l/min (47 gpm) Size 05
- Maximum Operating Pressure: 350 bar (5,000 psi)
- Mounting Pattern: ISO 4401 Size 03 and 05
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![](/images/stories/adobe.png)
D636 & D637 Series
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![](http://www.moog.com/images/Products/Servovalves_Servo-Proportional_Valves/Industrial/D671_servovalve_th.jpg)
D670 Series
Pilot-Operated Servovalves
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- Rated Flow 30 to 1,500 l/min (8 to 395 gpm) @ ∆p 5 bar (75 psi) per land
- Maximum Flow Up to 3,600 l/min (~950 gpm) ISO size 10
- Maximum Operating Pressure 350 bar (5,000 psi)
- Mounting Pattern ISO 4401 Size 05, 07, 08 and 10
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![](/images/stories/adobe.png)
D670 Series
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