WEG EDP11S877GN12 STANDARD PANEL EDP11S877GN12 WEG MOTOR SCAN - GATEWAYThe Engineered Drive Panel is an industrial general purpose AC motor control and protection package. It is designed for simple and quick installation and start up, requiring only input power and output motor connections. There are two enclosure variants available such as NEMA 12 ventilated and NEMA 3R for Outdoor Installations. The Engineered Drive Panel is built to complement the ruggedness and reliability of WEG motors, providing a complete, simple,
Standard NEMA MG-1 Frequency 60//50 Hz Voltage 230/460//380 V Number of poles 2 Degree of Protection IP55 Synchronous speed 3600 rpm Output rating 1 HP Mounting F-1 Flange C Terminal box¹ Left position Enclosure IC411 - TEFC
10 A Rated torque 17
3 A Rated torque 782 ft
Communication protocol Modbus-RTU Protection ELS - Earth leakage sensor Digital input voltage 110V 50/60Hz Supply voltage 110-240V 50/60Hz-DC Downloads
weight³ 287 lb Efficiency
83 % Rated voltage 380 V Rated current 98
5 HP Enclosure TEFC Frequency 60 Hz Flange Without Frame Material Rolled Steel Efficiency NEMA Premium Efficiency Motor Application Flameproof Motor Terminal box¹ Left position Frame 56H Voltage 208-230/460V Synchronous speed 1800 rpm Number of Poles 04 Insulation Class F Duty Cycle S1 Rotation¹ Both (CW and CCW) Downloads
Standard IEC 60034-1 Frequency 50 Hz Voltage 380-400-415/660-690//460 V Number of poles 6 Degree of Protection IP56 Synchronous speed 1000 rpm Output rating 4 kW Mounting B3T Flange Without Terminal box¹ Top Enclosure IC411 - TEFC
25 STARTCAPMFD N\A SHIPPING WEIGHT 180 BREAKDOWN TORQUE 293 BREAKDOWN TORQUE UOM PERCENT OF FLT LOCKED ROTOR TORQUE 206 LOCKED ROTOR TORQUE UOM PERCENT OF FLT INSULATION CLASS F KVA CODE LETTER G LOCKED ROTOR AMPS 60
67 LOCKED ROTOR TORQUE UOM OZFT KVA CODE LETTER K LOCKED ROTOR AMPS 27
Frame 447/9TS Output 450 HP (330 kW) Number of Poles 2 Frequency 50 Hz Rated speed 2975 rpm Slip 0
lb Locked rotor torque 290 % Breakdown torque 360 % Locked rotor time 25s (cold) 14s (hot) Moment of inertia (J) 0
