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Find the following quantities for a universal motor: 1 2 3 4 Back emf Power output Shaft torque Motor ef ciency

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Known Quantities: Motor operating data and circuit parameters Find: Eb ; Pout ; Tout ; (ef ciency) Schematics, Diagrams, Circuits, and Given Data: Motor operating data: 120 V; 60 Hz; 2 poles; 800 rev/min; 1785 A (full load); pf = 0912 (lagging) Circuit parameters: Rf = 065 ; Xf = 12 ; Ra = 136 ; Xfa = 16 Assumptions: Use the circuit model for the series motor described in 17 The

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use this model with the understanding that all currents and voltages are now phasors 1 Back emf computation To determine the back emf, we need to calculate the voltage across the armature coil and subtract it from the supply voltage: Eb = VS IS (Rf + j Xf + Ra + j Xa ) = VS (IS )(Rf + j Xf + Ra + j Xa ) The impedance angle is the only unknown quantity and it may be found from the power factor: pf = cos( ) = 0912 (lagging) Thus, Eb = VS (IS )(Rf + j Xf + Ra + j Xa ) = 120 (1785 2224 )(065 + j 12 + 136 + j 16) = 7356 248 V 2 Output power calculation The total power developed by the motor is equal to the product of the back emf times the series current: Ptotal = Eb IS = 7356 1785 = 1,31315 W The mechanical (output) power of the motor is the difference between the total power and the rotational losses: Pout = Ptotal Prot = 1,31315 80 = 1,23315 W 3 Output (shaft) torque calculation The output torque is equal to the ratio of output power to shaft speed: Tout = 1,23315 W Pout = 1472 N-m = 2 800 rad/s 60 = arccos(0912) = 2422

Ef ciency calculation The ef ciency of the motor is de ned as the ratio of output power to input power: = Pout 1,23315 Pout = = = 6312% Pin VS IS cos 1,9535

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