d.c. series motor has a wave wound armature with 180 conductors. The armature resistance and the field winding resistance are 0.10 ohm and0.2 ohm respectively. If the motor is drawing 40 A current at 0.015 Wb flux per pole, then the speed under this condition is O 2533.3 rpm O 2644.4 rpm O 2756.9 rpm O 2987.6 rpm
d.c. series motor has a wave wound armature with 180 conductors. The armature resistance and the field winding resistance are 0.10 ohm and0.2 ohm respectively. If the motor is drawing 40 A current at 0.015 Wb flux per pole, then the speed under this condition is O 2533.3 rpm O 2644.4 rpm O 2756.9 rpm O 2987.6 rpm
Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
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Transcribed Image Text:d.c. series motor has a wave wound
armature with 180 conductors. The
armature current of 20 A has 360
If Eb is the back emf of d.c. motor and V is
armature resistance and the field winding
conductors. If the flux per pole is 0.015 Wb
the terminal voltage, then the condition for
maximum power is a. *
resistance are 0.10 ohm ando.2 ohm
then the gross torque developed by the
respectively. If the motor is drawing 40 A
current at 0.015 Wb flux per pole, then the
armature of motor is *
speed under this condition is
Eb = V
15.56 N-m
O 2533.3 rpm
O 2644.4 rpm
Eb = (V/ 2)
10.23 N-m
O 2756.9 rpm
Eb = 2V
O 19.08 N-m
O 2987.6 rpm
O 17.17 N-m
Eb = Va 2
dc machine 6 pole wave winding is
d. The number of parallel paths are? *
The back emf of a dc motor
Adds to the supply voltage
1
regulates its armature voltage
4
helps in energy conversion
2
usually exceeds the supply voltage
20 V dc machine has an armature
stance of 1ohm if the full load current is
A series motor runs at (800O r.p.m) when the
voltage is (40O V) and the current is (25 A).
A, the difference of induced voltage,
en the machine is running as a motor and
erator, is *
The armature resistance is (0.4 Q) and the
series field resistance is (0.2 Q). Determine
20
the resistance to be connected in series to
reduce the speed to (600 r.p.m) with same
40
current
30
3.85
60
3
4.25
2.85
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