Moment of Inertia - WR2 (GD2 - DARALI

1 Subject to change without prior subject to change without prior noticeu To calculate WR2 (GD2) at reducer output shaft,multiply WR2 (GD2) of reducer input by the square of = WR2input x (Ratio)2 EXAMPLE: Find WR2 at output shaft of B11-87-XHHWR2output = x (87)2 = 2899 lb-in2* By knowing torque, WR2 can be used to calculateestimated time required to reach a given To calculate WR2 (GD2) of double reduction models,EXAMPLE: Find WR2 of B1813-255-XHHF irst Stage: B13-17:1, WR2 = lb-in2 Second Stage: B18-15:1, WR2 = lb-in2B18 Fan, WR2 = lb-in2 Moment of Inertia - WR2 (GD2) GD2 at Reducer Input ShaftGD2unit = kg-m2WR2 at Reducer Input ShaftWR2unit = lb-in2 Note: B16 ~ B27 figures contain fan WR2WR=WR+WR-WRRatio2double stage2first stage2second stage2second stage fan2first stageWR= +.

2 -22245 Moment of Inertia - WR2 (GD2) WR2 of Integral Gearmotor (excluding motor)unit = lb-in2GD2 of Integral Gearmotor (excluding motor)unit = kg-m2 The WR2 of motors can be found on page 47u To calculate WR2 (GD2) of single reduction integralgearmotor:WR2 = WR2motor + WR2reducerEXAMPLE: Find WR2 of B11-87-1 MHHM otor = 1 hp, WR2 = lb-in2 Reducer = B11-87:1, WR2 = lb-in2WR2 = + = lb-in2u To calculate WR2 (GD2) of double reduction integralgearmotor:EXAMPLE: Find WR2 of B1711-195-3 MHH, (13:1 x 15:1)Motor = 3 hp, WR2 = 113 lb-in2 First Stage = B11-13:1, WR2 = lb-in2 Second Stage = B17-15:1, WR2 = lb-in2 Ratiomotor22222=++first stagesecond stagefirst stage-22=++= subject to change without prior subject to change without prior notic