Characteristics Of Compound Generator And Its Type

  • Characteristics Of Compound Generator

The characteristics curves drawn between the load current and terminal voltage are shown in figure 27 (a).The support that curve (I) represent the voltage characteristics due to stunt winding at one end, curve (II) represent that due to shunt winding alone.
When both the series and shunt windings are connected in cumulative design, then curve (III) represent the resultant voltage characteristics. Similarly, curve (IV) represents the resultant voltage characteristics for the differential design of series and shunt windings, as shown in figure 27(a).
Characteristics Of Compound Generator And Its Type

  • Level compound generator
If the fall in voltage between no load and full load due to shunt field alone is exactly equal to the rise due to the series field, then the terminal voltage will be stable and the generator will be known as a level compound generator. The curve (V) of figure 27 (b) shows the resultant characteristics of a level compound generator.
  • Over compound generator- If the series field is made to give a voltage on full load which is greater than the fall due to shunt field then the terminal voltage will be of gradually increasing nature, As shown by curve V in figure 27 (b).
    Characteristics Of Compound Generator And Its Type
    In this condition, The generator will be known as over compound generator.
Example—

A shunt generator of 30 ohms resistance gives a current of 5 amperes. If the field resistance is 150 ohms and armature resistance is 2 ohms, then calculate the emf induced.

The solution, Given:

shunt generator resistance, R= 30 ohms

load current, I= 5 Amperes

field resistance, Rsh=150 ohms

armature resistance, Ra=2 ohms

the terminal voltage, V= I.R=5×30=150 Volts

field current, Ish= V/Rsh=150/150= 1 ampere

ampere current, Ish= V/Rsh=150/150= 1 ampere

armature current, Ia= 1 + Ish = 5 + 1 = 6 ampere

armature voltage drop = Ia . Ra = 6 × 2 = 12 voltage

Hence, induced e.m.f. E = V + Ia . Ra = 150 + 12 = 162 Volts.
Possible reasons, if a shunt generator fails to generate the voltage:
› The residual magnetism has finished.
› The polarity of residual magnetism is reversed.
› Field winding connection is reversed.
› The resistance of the shunt field is higher than its critical value.
› The resistance of the load circuit is higher than its critical value.
Possible reasons, if a free generator fails to generate the voltage:
› The residual magnetism has finished.
› The polarity of residual magnetism is reversed.
› Field winding connections are reversed.
› The circuit resistance is higher than its critical value.

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