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Shunt wound motor: Field connected in parallel with the armature With constant armature voltage and eld excitation, the motor has good speed regulation ( at speed-torque characteristic) Compound wound motor: Field winding has both series and shunt components This motor offers better starting torque than the shunt motor, but worse speed regulation Series wound motor: The eld winding is in series with the armature The motor has very high starting torque and poor speed regulation It is useful for low-speed, high-torque applications Permanent-magnet motor: Field windings are replaced by permanent magnets The motor has adequate starting torque, with speed regulation somewhat worse than that of the compound wound motor

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Known Quantities: Motor ratings; circuit and magnetic parameters Find: m , T Schematics, Diagrams, Circuits, and Given Data:

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Motor ratings: 3 hp; 240 V; 120 rev/min Circuit and magnetic parameters: IS = 30 A; If = 14 A; Ra = 06 N = 1,000; M = 4 (see equation 1710)

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Analysis: We convert the power to SI units:

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; = 20 mWb;

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Next, we compute the armature current as the difference between source and eld current (equation 1734): Ia = Is If = 30 14 = 286 A The no-load armature voltage, Eb , is given by: Eb = Vs Ia Ra = 240 286 06 = 22284 V and equation 1710 can be used to determine the armature constant: ka = 4 1000 V-s pN = = 15915 2 M 2 4 Wb-rad Ea = ka

Knowing the motor constant, we can calculate the speed, after equation 1725: rad 22284 V = 70 V-s s 0002 Wb 15915 Wb-rad Finally, the torque developed by the motor can be found as the ratio of the power to the m =

A-11

Determine the following quantities for the DC shunt motor, connected as shown in the circuit Figure 1721: 1 2 3 4 Field current required for full-load operation No-load speed Plot the speed torque curve of the machine in the range from no-load torque to rated torque Power output at rated torque

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01 02 03 04 05 06 07 08 09 10 Field current (amps)

Microelectro-mechanical Systems (MEMS)

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