1. A 4 pole, 220 V, 10 H.P, d.c. shunt motor is rotating at a speed of 320 rpm. Then the developed useful torque is
a.210.647 N-m
b.215.547 N-m
c.219.484 N-m
d.None of these
2. A 4 pole, lap wound d.c. motor drawing an armature current of 20 A has 360 conductors. If the flux per pole is
0.015 Wb then the gross torque developed by the armature of motor is
a.10.23 N-m
b.15.56 N-m
c.17.17 N-m
d.19.08 N-m
3. A 240 V, 17 kW d.c. shunt motor draws an armature current of 80 A at full load. The armature and shunt field
resistances are 0.2 ohm and 195 ohm respectively. The
efficiency of motor at full load is
a.87.20 %
b.89.32 %
c.89.67 %
d.90.03 %
4. A 240 V, 17 kW d.c. shunt motor draws an armature current of 80 A at full load. The armature and shunt field resistances are 0.2 ohm and 195 ohm respectively. The rotational mechanical losses at full load is
a.640 W
b.920 W
c.1080 W
d.1200 W
1. A 4 pole, 220 V, 10 H.P, d.c. shunt motor is rotating at a speed...
Show all working 1. A 4 pole, 220 V, 10 H.P, d.c. shunt motor is rotating at a speed of 320 rpm. Then the developed useful torque is 2. A 4 pole, lap wound d.c. motor drawing an armature current of 20 A has 360 conductors. If the flux per pole is 0.015 Wb then the gross torque developed by the armature of motor is 3. A 220 V, d.c. motor draws an armature current of 20 A. Its armature...
A 220 V, d.c shunt motor has ra = 0.8 Ω and draws an armature current of 20 A while supplying a constant load torque. If flux is suddenly reduced by 10%, then immediately the armature current will become:
A 220 V shunt motor runs at 1500 rpm at no load current of 3A. What will be its full load speed and output torque if it draws 30 A at full load. The shunt and armature resistances are 600 and 0.33 respectively 3.
A 250 V, 10 KW, 1200 rpm dc shunt motor has a full load efficiency of 80 percent. Its field and armature resistances are 110 ohms and .25 ohm respectively. Calculate the value of the resistance to be inserted in series with the armature and the power lost in the armature circuit to reduce the speed to 80 percent when the load torque is constant regardless of the speed.
QUESTION 1 A) (10 marks) A 10 kW, 250 V DC self-excited shunt generator, with an armature resistance of 0.1 ohm, is delivering 80 % of rated power to the mains at rated voltage when being run at 1000 r.p.m. (revolutions per minute). The field circuit resistance is 220 ohms. The brush contact drop is 0.5 V and rotational (mechanical) losses are 750 W Calculate The induced voltage The electromagnetic torque developed The shaft torque The overall efficiency B) (15...
220 v dc shunt motor has Ra= 0.25 ohms and Rf=120 ohms . At no-load the motor draws a current It=6A. And runs at 1500 rpm. At full-load the motor draws 62 A. the armature reaction at full load reduces the flux by 10%. Determine the rotational losses , motor speed at full-load, the shaft torque and efficiency.
Question (2) A 4-Pole, 220 V shunt motor has 540 lap-wound conductors. It takes 32 A supply main and develops output power of 5.595 kW. Shunt field and armature resistance are 2202 and 0.092 respectively and flux per pole is 30 mWb. Calculate () the speed (ii) Calculate starting current (i) Calculate current flowing through armature at speed of 500 rpm (v) Shaft torque at speed calculated in (1)
a) The input current to a 220 V, short-shunt compound motor at no load is 6 A. The shunt- field circuit resistance is 220 Ω; the armature resistance is 0.112, and the series-field resistance is 0.1 Ω, what is the stray power loss ? (b) Assume the input rating of the motor in Part (a) to be 66 A at 220 V with a no-load speed of 1000 rpm. If the stray power loss varies as the counter-electromotive force and...
A d.c shunt motor has armature and field resistance of 0.2 Ω and 110 Ω respectively. The motor is running at 1200 rpm and drawing 15 A from 110 V supply. If the field resistance is decreased by 10%, calculate the new steady state armature current and speed of the motor. Assume the load torque to be constant
A d.c shunt motor has armature and field resistance of 0.2 Ω and 110 Ω respectively. The motor is running at 1200 rpm and drawing 15 A from 110 V supply. If the field resistance is decreased by 10%, calculate the new steady state armature current and speed of the motor. Assume the load torque to be constant.