Object Measurement of capacitance using Schering’s Bridge.
To determine unknown capacitance of given capacitor by Schering’s Bridge Method.
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 |
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.
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
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.
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