Viking I770 Underground Swing Gate Operator Single Kit – Stainless Steel | VIK-VA-I770SLK-SS
The I-770 Underground Swing Gate Operator offers the solution to home and property owners who want to center all their attention on their gate. Nearly invisible, the I-770 is ETL Listed, as UL325, and UL991 compliant. The direct-drive DC gearhead unit is IP67 water-resistant and has a convenient manual release mechanism. This I-770 comes with a stainless steel chassis and a battery backup capable of 250 continuous cycles. The I-770 is powered by the V-Flex control board, including speed control and diagnostic LCD display. This intuitive operator is solar efficient and ready to be powered with low voltage wiring, allowing versatility of installations.
Includes
- 1 VA-I770 Inground Swing Gate Operator
- 1 VA-ECUS2 ECU Single
- 1 FA-XR2C 433 Mhz Receiver
- 2 FA-XT4RC 433 Mhz RC Transmitter
- 1 FA-XP30-10K Photocell 10K Resistor
- 2 FA-XP30AC Photocell adapter
- FREE Digital Multimeter
Features
- Adaptive motor control
- Built-in thermostat-controlled heater
- Built-in voltmeter
- Lightning strike protection
- Multiple power options
- On-board display
- True battery back-up
- UL325 compliant
- Two monitoring inputs with up to 4 devices per input
- Adjustable speed control
- Anti-tailgating feature
- Fail secure mode
- Large box option
- Manual release – mechanical
- Multiple power outage options
- Positive stop limits
Manufacturer’s Warranty Period
- 3 Years
Technical Specifications
- Maximum Gate Capacity: 12 ft at 650 lb
- UL 325 Classification: Class I, II, III, IV
- Duty Cycle: 100%
- Operating Voltage: 24VDC
- Voltage Current Specs: 120VAC – 1.5A or 240VAC – 1.0A (each motor)
- Main Power Frequency: 50Hz / 60Hz
- Main Power Fuse: 4A Timed
- Alternative Power Source: 24VAC / VDC (60VA) or Solar
- Accessory Power: 24VDC – 750mA
- Power Consumption – Sleep: 28mA
- Motor Current (Typical): 3.0A
- Operating Temperature: -20°F (-28°C) to 131°F (55°C)
- Opening Angle: 110°
- Gate Speed: 13-15 sec./90°
- Battery Backup: 400 Continuous Cycles
