d.c. shunt generators in parallel, ench having an armature resistance of 0.1 0, running at the same speed and excited to give equal inducnd emfs Each generator supplies an equal share of a total load of 250 kW at a terminal voltage of 500 V into a load of fixed resistance. If the field current of one generator is raised by 4%, the others remaining unchanged, calculate the power output of each machine and their terminal voltages under these conditions Assume that the speeds remain constant and flux is proportional to field current

Introductory Circuit Analysis (13th Edition)
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In a certain sub-station, there are 5 d.c. shunt generators in parallel, ench having an armature resistance of 0.1 0, running at the same speed and excited to give equal inducnd emfs Each generator supplies an equal share of a total load of 250 kW at a terminal voltage of 500 V into a load of fixed resistance. If the field current of one generator is raised by 4%, the others remaining unchanged, calculate the power output of each machine and their terminal voltages under these conditions Assume that the speeds remain constant and flux is proportional to field current
Example 27.20. In a certain sub-station, there are 5 d.c. shunt generators in parallel, each
having an armature resistance of O.1 Q, running at the same speed and excited to give equal induced
e.m.f.s. Each generator supplies an equal share of a total load of 250 kW at a terminal voltage of
500 V into a load of fixed resistance. If the field current of one generator is raised by 4%, the others
remaining unchanged, calculate the power output of each machine and their terminal voltages under
these conditions. Assume that the speeds remain
constant and flux is proportional to field current
+B
Transcribed Image Text:Example 27.20. In a certain sub-station, there are 5 d.c. shunt generators in parallel, each having an armature resistance of O.1 Q, running at the same speed and excited to give equal induced e.m.f.s. Each generator supplies an equal share of a total load of 250 kW at a terminal voltage of 500 V into a load of fixed resistance. If the field current of one generator is raised by 4%, the others remaining unchanged, calculate the power output of each machine and their terminal voltages under these conditions. Assume that the speeds remain constant and flux is proportional to field current +B
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