Electron Devices And Circuit
Wien Bridge Oscillator
Title
Wien bridge oscillator
Circuit
Derivation of frequency
Diagram
Wien Bridge Oscillator
A wien bridge oscillator is a type of phase
shift oscillator which is based upon a wien bridge
network comparsing of four arms are connected in a
bridge fashion here two arms are purely resistive
while the other two arms are a combination of
resistor and capacitor
In particular one arm has a resistor and
capacitor connected in a series( And ) while
the other has them in parallel (And )
This indicates that these two arms of
the network behave identical to the high pass
filter or low pass filter mimicking the
behaviour of the circuit
DERIVATION OF FREQUENCY
The feed back network of wien bridge oscillator
The two arms which are andand ,in parallel are frequency sensitive arms and hence only those
arms are considered
Input to feedback nrtwork isappilied between 1 and 3 which is amplifer output
The wien bridge oscillator is also an RC oscillator
which uses wien bridge circuit as its feed back network
The ampilifer used in this oscillator is a non
inverting amplifier which does not introduce any phase
shift
The feedback network which is a wien bridge
circuit also does not introduce any phase shift
Thus phase shift around a loop in a wien
bridge oscillator is 0
The output of the amplifer is applied
between terminals 1 and 3 while ampilfer is
supplied from terminals 2 and 4 which is the
output of te feed back network
The basic circuit of wien bridge
oscillator is shown above
output of feedback network is taken
from 2 and 4
This network is also called lead-lag
network
Neverless ,amidst these two high and
low frequency ,there exsists a particular at
which the values of the resistance and the
capacitive reactance will become equal to each
other ,producing the maximum output voltage
The frequency is referred to as resonant
frequency . The resonant frequency for a
wein bridge oscillator is calculated using the
following formula :
1
2∏
If =R and =c
then
1
2
Further ,as this frequency ,the phase
shift between the input and the output
willbecome zero and the magnitude of the
output voltage will become equal to one –
third of the input value .in addition ,it is seen
that the wien- bridge will be balanced only at
this particular frequency.
THANK YOU
Presented By
D.Arifa Jasmine
&
A.Rose nafeela Banu
( EEE DEPARTMENT)
( 2nd
Year)

Wien bridge oscillator is an audio frequency sine wave oscillator of high stability and simplicity

  • 1.
  • 2.
    Wien Bridge Oscillator Title Wienbridge oscillator Circuit Derivation of frequency Diagram
  • 3.
    Wien Bridge Oscillator Awien bridge oscillator is a type of phase shift oscillator which is based upon a wien bridge network comparsing of four arms are connected in a bridge fashion here two arms are purely resistive while the other two arms are a combination of resistor and capacitor
  • 5.
    In particular onearm has a resistor and capacitor connected in a series( And ) while the other has them in parallel (And ) This indicates that these two arms of the network behave identical to the high pass filter or low pass filter mimicking the behaviour of the circuit
  • 7.
    DERIVATION OF FREQUENCY Thefeed back network of wien bridge oscillator The two arms which are andand ,in parallel are frequency sensitive arms and hence only those arms are considered Input to feedback nrtwork isappilied between 1 and 3 which is amplifer output
  • 8.
    The wien bridgeoscillator is also an RC oscillator which uses wien bridge circuit as its feed back network The ampilifer used in this oscillator is a non inverting amplifier which does not introduce any phase shift The feedback network which is a wien bridge circuit also does not introduce any phase shift
  • 9.
    Thus phase shiftaround a loop in a wien bridge oscillator is 0 The output of the amplifer is applied between terminals 1 and 3 while ampilfer is supplied from terminals 2 and 4 which is the output of te feed back network The basic circuit of wien bridge oscillator is shown above
  • 10.
    output of feedbacknetwork is taken from 2 and 4 This network is also called lead-lag network Neverless ,amidst these two high and low frequency ,there exsists a particular at which the values of the resistance and the capacitive reactance will become equal to each other ,producing the maximum output voltage
  • 11.
    The frequency isreferred to as resonant frequency . The resonant frequency for a wein bridge oscillator is calculated using the following formula : 1 2∏
  • 12.
    If =R and=c then 1 2
  • 14.
    Further ,as thisfrequency ,the phase shift between the input and the output willbecome zero and the magnitude of the output voltage will become equal to one – third of the input value .in addition ,it is seen that the wien- bridge will be balanced only at this particular frequency.
  • 15.
  • 16.
    Presented By D.Arifa Jasmine & A.Rosenafeela Banu ( EEE DEPARTMENT) ( 2nd Year)