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The DC generator 
Characteristics & equivalent 
circuits
Types of DC generators 
DC Generator 
Self Excited Separately Excited 
Shunt 
Compound 
shunt 
series 
compound 
cumulative 
Differential 
cumulative 
Differential
According to the way of field 
excitation 
 Separately Excited DC generator 
 The field winding is excited from dedicated DC 
supply 
 Self Excited DC generator 
 The field winding is excited from the armature. No 
need of separate DC source.
According to the connection of Field 
winding with respect to Armature 
winding 
 Shunt Generator 
 When field winding is connected in parallel with armature 
winding. The field winding is termed as Shunt winding. 
 Series Generator 
 Field winding is connected in series with the armature. 
 Compound Generator 
 Both series and shunt winding are used to get combined 
characteristics of the above two types of generators.
The Shunt DC Generator 
 Separately Excited- 
Shunt field winding is 
excited from a separate 
DC source. 
 Self Excited – Shunt 
Field winding is excited 
from the armature voltage
Self excited shunt generator 
 At the armature 
terminal, the voltage Va 
is given by the 
equation: 
 Va= Ea-IaRa 
 And KCL at the 
armature terminal node 
gives: 
 Ia=IF+IL
The No Load characteristics of 
a DC generator 
 The armature is run by the 
prime mover. There is no load 
connected to armature 
terminals while the field current 
is increased gradually. 
 Since Ea=kФω and the flux Ф 
is proportional to the field 
current IF( in the linear portion 
of magnetizing curve), a plot 
between Ea and IF reflects the 
relation between Ea and Ф 
while ω is held constant by the 
prime mover.
The Magnetization curve or Open Circuit 
characteristics of a shunt Generator 
 The characteristics curve 
between Ea and IF under the 
condition of open circuited 
armature is called the open 
circuit characteristics (OCC) 
or the magnetizing 
characteristics of a DC 
generator. 
 DC generators are usually 
operated near the 
saturation( or knee) point of 
the OCC.
The armature residual voltage 
When the field winding is not excited, the 
armature terminal will still show some voltage 
as the flux does not collapse fully in 
ferromagmetic Field Poles. This flux is called 
the residual flux. 
 This voltage is due to the residual flux in the 
field poles, hence termed the residual voltage 
Eares.
 The residual voltage Eares provides current in 
the field winding and the flux grows. 
 The cumulative action of field strength and 
voltage build up depends on several 
conditions. These are:
Conditions for voltage build up 
 The presence of residual flux. If there is no residual 
voltage, the generator must first be excited from an 
external DC source. The process is termed Flashing 
of field. 
 The field winding must be connected properly across 
the armature in such a way so as to strengthen the 
flux in the poles. 
 Resistance of field circuit must be less than critical 
resistance.
Critical resistance 
 The maximum resistance of 
field circuit above which no 
voltage build up is possible 
is called the critical 
resistance.. 
 The field circuit includes the 
shunt field resistance Rsh and 
adjustable resistance Radj 
used to adjust the field 
current ( and hence flux Ф) 
i.e, RF = Rsh + Radj
The load characteristics 
 The field winding is fully excited 
up to the saturation level which 
results in a No-load Armature 
terminal Voltage Va NL(i.e., Ea) 
 The armature is then switched 
to load with the result a current 
flows in the armature circuit. 
This current Ia causes an 
internal voltage drop across the 
armature resistance Ra. The 
available voltage across the 
load terminal , termed VT is 
therefore less then internal 
generated voltage Ea. This is 
given by the equation: 
Va= Ea-IaRa
Effect of armature reaction 
 In a self excited shunt 
generator, if there is no 
compensating winding to 
make up the loss of flux 
with increasing load, the 
armature terminal voltage 
drops sharply beyond the 
Breakdown point.
The rated armature voltage 
and current 
 The armature terminal voltage Va at full load 
condition is the armature Rated voltage. 
Similarly the full load armature current is 
called the rated armature current. This is 
usually determined by the permissible 
temperature rise in the winding. This in turn 
depends on the thickness of armature coils 
and insulation class of the winding.
The voltage regulation 
 It is given by the percent change in the 
armature terminal voltage from no load to full 
load condition, with respect to the rated 
armature voltage. 
V.R = VT(N.L) - VT(F.L) x 100 
VT(F.L)
Example problem 
 The generator armature voltage of a 
separately excited DC generator is 151 Volts 
at a speed of 151 Amperes when the field 
current is 2.8 A. 
 a) Find the armature voltage for a field current of 
2.4 A at 1450 rpm. 
 b) find the generated voltage for a field current of 
2.1 A at a speed of 1600 A. 
 Answer: 129.43 Volts, 124.97 V,
Example problem 
 A 50kW,250V, DC shunt generator delivers 
rated load at rated voltage for a generated 
armature voltage of 255.1 V. Assume that the 
armature resistance is 0.025 ohms, find the 
shunt field resistance and the generated 
armature voltage when the generator is 
delivering half rated load at the rated terminal 
voltage. 
 Answer: 62.5 ohms,

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DC Generator Types, Characteristics & Circuit Analysis

  • 1. The DC generator Characteristics & equivalent circuits
  • 2. Types of DC generators DC Generator Self Excited Separately Excited Shunt Compound shunt series compound cumulative Differential cumulative Differential
  • 3. According to the way of field excitation  Separately Excited DC generator  The field winding is excited from dedicated DC supply  Self Excited DC generator  The field winding is excited from the armature. No need of separate DC source.
  • 4. According to the connection of Field winding with respect to Armature winding  Shunt Generator  When field winding is connected in parallel with armature winding. The field winding is termed as Shunt winding.  Series Generator  Field winding is connected in series with the armature.  Compound Generator  Both series and shunt winding are used to get combined characteristics of the above two types of generators.
  • 5. The Shunt DC Generator  Separately Excited- Shunt field winding is excited from a separate DC source.  Self Excited – Shunt Field winding is excited from the armature voltage
  • 6. Self excited shunt generator  At the armature terminal, the voltage Va is given by the equation:  Va= Ea-IaRa  And KCL at the armature terminal node gives:  Ia=IF+IL
  • 7. The No Load characteristics of a DC generator  The armature is run by the prime mover. There is no load connected to armature terminals while the field current is increased gradually.  Since Ea=kФω and the flux Ф is proportional to the field current IF( in the linear portion of magnetizing curve), a plot between Ea and IF reflects the relation between Ea and Ф while ω is held constant by the prime mover.
  • 8. The Magnetization curve or Open Circuit characteristics of a shunt Generator  The characteristics curve between Ea and IF under the condition of open circuited armature is called the open circuit characteristics (OCC) or the magnetizing characteristics of a DC generator.  DC generators are usually operated near the saturation( or knee) point of the OCC.
  • 9. The armature residual voltage When the field winding is not excited, the armature terminal will still show some voltage as the flux does not collapse fully in ferromagmetic Field Poles. This flux is called the residual flux.  This voltage is due to the residual flux in the field poles, hence termed the residual voltage Eares.
  • 10.  The residual voltage Eares provides current in the field winding and the flux grows.  The cumulative action of field strength and voltage build up depends on several conditions. These are:
  • 11. Conditions for voltage build up  The presence of residual flux. If there is no residual voltage, the generator must first be excited from an external DC source. The process is termed Flashing of field.  The field winding must be connected properly across the armature in such a way so as to strengthen the flux in the poles.  Resistance of field circuit must be less than critical resistance.
  • 12. Critical resistance  The maximum resistance of field circuit above which no voltage build up is possible is called the critical resistance..  The field circuit includes the shunt field resistance Rsh and adjustable resistance Radj used to adjust the field current ( and hence flux Ф) i.e, RF = Rsh + Radj
  • 13. The load characteristics  The field winding is fully excited up to the saturation level which results in a No-load Armature terminal Voltage Va NL(i.e., Ea)  The armature is then switched to load with the result a current flows in the armature circuit. This current Ia causes an internal voltage drop across the armature resistance Ra. The available voltage across the load terminal , termed VT is therefore less then internal generated voltage Ea. This is given by the equation: Va= Ea-IaRa
  • 14. Effect of armature reaction  In a self excited shunt generator, if there is no compensating winding to make up the loss of flux with increasing load, the armature terminal voltage drops sharply beyond the Breakdown point.
  • 15. The rated armature voltage and current  The armature terminal voltage Va at full load condition is the armature Rated voltage. Similarly the full load armature current is called the rated armature current. This is usually determined by the permissible temperature rise in the winding. This in turn depends on the thickness of armature coils and insulation class of the winding.
  • 16. The voltage regulation  It is given by the percent change in the armature terminal voltage from no load to full load condition, with respect to the rated armature voltage. V.R = VT(N.L) - VT(F.L) x 100 VT(F.L)
  • 17. Example problem  The generator armature voltage of a separately excited DC generator is 151 Volts at a speed of 151 Amperes when the field current is 2.8 A.  a) Find the armature voltage for a field current of 2.4 A at 1450 rpm.  b) find the generated voltage for a field current of 2.1 A at a speed of 1600 A.  Answer: 129.43 Volts, 124.97 V,
  • 18. Example problem  A 50kW,250V, DC shunt generator delivers rated load at rated voltage for a generated armature voltage of 255.1 V. Assume that the armature resistance is 0.025 ohms, find the shunt field resistance and the generated armature voltage when the generator is delivering half rated load at the rated terminal voltage.  Answer: 62.5 ohms,