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Instrumentation & Measurement Lab Experiments

Measurement of capacitance using Schering’s Bridge



Object Measurement of capacitance using Schering’s Bridge.

Aim

To determine unknown capacitance of given capacitor by Schering’s Bridge Method.

Apparatus Required:

S.No Name Type Quantity
1 Schering’s Bridge training kit EE-93 1
2 Patch cords - 5-8
3 Multimeter Digital 1
4 Audio oscillator 1

Theory

The schering’s Bridge is one of the most important A.C. bridge which is extensively used for the measurement of unknown capacitance .Schering’s Bridge contains four arms each having a resistance or capacitor or a combination of both.

schering's-bridge

Let the impedance of the arms be Z1, Z2, Z3 & Z4

Here the impedances are as follows:

Z1=R1/1+jwC1R1

Z2=R2

Z3=-j/wC3

Z4=Rx- j/wCx

Where, Rx = internal resistance of the Cx

Cx = unknown capacitance of the capacitor

At balance condition,

Z2, x Z3, = Z1x Z4

∴R2[-j/wc3] = [R1/1+jwc1R1 x R x -j/wcx

Rearranging the terms and separating real & imaginary parts

We get

Cx=R1 x C3/R2

Rx=C1 x R2/C3

Procedure:-

  1. Select one of the standard capacitor C3 & connect on the appropriate place using two patch cords.
  2. Select one of the unknown capacitor Cx using band switch.
  3. Select 5 KΩ value of R2 using band switch.
  4. Connect headphone provided with this model at the place indicated.
  5. Connect audio oscillator at the appropriate place indicated & switch it ON.
  6. Now vary R1 using Pot and select the value for null point in the headphone.
  7. If the null point does not detect for selected one value of C3 & R2, change the value of C3 & R2, now again vary R1 using Pot and select the value for null point in the headphone.
  8. Now switch OFF the supply and detach all patch chords.
  9. Measure the resistance R1 & capacitance C1 using multimeter and note down various values into the observation table.
  10. Change the value or unknown capacitor C x using band switch & repeat all above steps.

Observation Table:

Selected value of C1= ………..

Selected value of Cx=……….

Selected value of R2= ………..

S.No Rx R1(in Ω) R2(in Ω) C1 C3 Calculated Value of unknown capacitance Cx= R1x C2/R2 Calculated Value of unknown Resistance Rx= C1x R2/C3
1
2
3
4

Conclusion:-The value of unknown capacitance Cx& unknown resistance Rx has been calculated and when compared with standard values of Cx & Rx where found close to each other.

Viva-Voice Question:-

  1. What are the criteria for balance the AC Bridge?
  2. Define the term null as it applies to bridge measurement
  3. What do u meant by dielectric loss in a dielectric ?
  4. What is meant by dissipation factor ?











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