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Hartman, 175 N. Diamond Street, Mansfield, OH 44902, (419) 521-9500, FAX (419) 526-2749, E-Mail: hrtmnelc@richnet.net, Web Site: http://www.hartmanrelay.com
103
CONTACTOR CONFIGURATION
AC Voltage Sensor
AVR-869C SPDT, 28 VAC
PRODUCT SPECIFICATIONS
Construction Gasket Sealed, Vented
Pick-Up Phase Sequence, L1, L2, L3; Balanced Phase Voltages, 80-95 volts L to N.
Pick-Up Phase Sequence, L1, L3, L2; Not possible at any voltage.
Pick-Up One or More Open Phases; L to N voltage on remaining phase(s) in excess of 250 volts.
Drop-Out Simultaneous Phase; Decrease in voltage; before L to N voltage reaches 50 volts.
Drop-Out Voltage on 2 Phases remaining normal. Other phase voltage decreasing; before L to N voltage on
this phase reaches 5 volts.
Nominal Rating 208V, 400 Hz AC
Weight Maximum 1 Lb.
Stamped “Danger High Voltage” on Terminal Covers
Features:
• 3 Phase Sequence Relay
• SPDT Main Contacts
• AC Coil
• 28 VDC
• High Reliability
• Meets many requirements of MIL-R-6106
Notes: