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Name:- Nisarg Amin
Topic:- Design Of Field Regulators for
DC Shunt Generators
1
Function
• The function of field regulators in case of DC shunt
generators is to control the value of field current
thereby controlling the terminal voltage of the
generator.
• The generated EMF in a DC generator is:







A
P
60
ZN
Eg
Eg
NEg 
NKEg 
• From the above equation, it is clear that the
generated EMF is directly proportional to the
product of flux per pole and speed.
• If generator runs at constant speed then the
generated EMF is directly proportional to the
flux per pole and hence to the field current If.
• The terminal voltage on load:
V = E - IaRa
• With the increase in load current, terminal
voltage will slightly decrease due to the ohmic
drop in the armature and due to armature
reaction.
• This decrease in terminal voltage under load
can easily be neutralized by increasing field
current slightly and therefore constant
terminal voltage can be maintained.
• A D.C. shunt generator should maintain a
constant voltage across its terminals
irrespective of the magnitude of load being
supplied by it.
• It is not easy to control the speed of armature
in a D.C. shunt generator except by varying the
speed of the prime mover.
• So, it I s undesirable to regulate the terminal
voltage of a generator by variation of speed.
• Therefore it is customary to vary the magnetic
flux for this purpose.
• This can be easily by inserting a variable or
adjustable resistance in series with the main
field circuit as shown in figure
• This permits a wide range of control of
induced EMF.
• This variable or adjustable resistance is called
the shunt field regulator.
Design of field regulators   for dc shunt generators

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Design of field regulators for dc shunt generators

  • 1. Name:- Nisarg Amin Topic:- Design Of Field Regulators for DC Shunt Generators 1
  • 2. Function • The function of field regulators in case of DC shunt generators is to control the value of field current thereby controlling the terminal voltage of the generator. • The generated EMF in a DC generator is:        A P 60 ZN Eg Eg NEg  NKEg 
  • 3.
  • 4. • From the above equation, it is clear that the generated EMF is directly proportional to the product of flux per pole and speed. • If generator runs at constant speed then the generated EMF is directly proportional to the flux per pole and hence to the field current If. • The terminal voltage on load: V = E - IaRa
  • 5. • With the increase in load current, terminal voltage will slightly decrease due to the ohmic drop in the armature and due to armature reaction. • This decrease in terminal voltage under load can easily be neutralized by increasing field current slightly and therefore constant terminal voltage can be maintained.
  • 6. • A D.C. shunt generator should maintain a constant voltage across its terminals irrespective of the magnitude of load being supplied by it. • It is not easy to control the speed of armature in a D.C. shunt generator except by varying the speed of the prime mover.
  • 7. • So, it I s undesirable to regulate the terminal voltage of a generator by variation of speed. • Therefore it is customary to vary the magnetic flux for this purpose. • This can be easily by inserting a variable or adjustable resistance in series with the main field circuit as shown in figure
  • 8. • This permits a wide range of control of induced EMF. • This variable or adjustable resistance is called the shunt field regulator.