Experiment 10, Exercises of Electrical Circuit Analysis

Circuit analysis labs

Typology: Exercises

2014/2015

Uploaded on 10/18/2015

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Experiment :
“Transient response of RC circuit with square wave applied using actual hardware components”
components required:
1. Oscilloscope
2. Function generator
3. R1=1K , R2=4.7 , C1=0.1µF , C2=0.01µF
4. Unknown capacitance (Cx)
5. Breadboard and connecting wires
Procedure:
1. Use above values of resistor and capacitor make the combinations R1C1, R1C2,R2C1, R2C2,
&R1CX for the series RC circuit and made the circuit according to given diagram.
2. The capacitor is charged and discharged with a square wave. By observing the wave from across ‘C’ I determined
charging and discharging characteristics.
3. I Calculated the time constant and recorded its values in table.
4. I adjusted the square wave generator for the output with a pulse time equal to 6τ.
5. I calculated the frequency (f=1/t).
6. I adjusted the scopehorizontal sweep rate and positioned the trace so that the capacitor charge begins at a vertical
graticule line.
7. I adjusted the vertical position control so that the bottom of the waveform sits on a horizontal line and adjusted
attenuator so the trace fills the screen.
8. I Read wave of charging and discharging on the screen and determined its time constant.
9. I connected channel 2 of the oscilloscope to the output of function generator and super imposed the square wave
signal over the capacitor curve and changed the source frequency.
10 . I repeated the procedure for the other combinations of step1 and recorded the results in table.
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Experiment : “Transient response of RC circuit with square wave applied using actual hardware components” components required:

1. Oscilloscope

2. Function generator

3. R1=1KΩ , R2=4.7Ω , C1=0.1μF , C2=0.01μF

4. Unknown capacitance (Cx )

5. Breadboard and connecting wires

Procedure:

1. Use above values of resistor and capacitor make the combinations R 1 C 1 , R 1 C 2 ,R 2 C 1, R 2 C2,

&R 1 C (^) X for the series RC circuit and made the circuit according to given diagram.

2. The capacitor is charged and discharged with a square wave. By observing the wave from across ‘C’ I determined

charging and discharging characteristics.

3. I Calculated the time constant and recorded its values in table.

4. I adjusted the square wave generator for the output with a pulse time equal to 6τ.

5. I calculated the frequency (f=1/t).

6. I adjusted the scopehorizontal sweep rate and positioned the trace so that the capacitor charge begins at a vertical

graticule line.

7. I adjusted the vertical position control so that the bottom of the waveform sits on a horizontal line and adjusted

attenuator so the trace fills the screen.

8. I Read wave of charging and discharging on the screen and determined its time constant.

9. I connected channel 2 of the oscilloscope to the output of function generator and super imposed the square wave

signal over the capacitor curve and changed the source frequency.

10. I repeated the procedure for the other combinations of step1 and recorded the results in table.

Table:

Combinations (^) R (^) (measured)

(KΩ)

C (^) (Rated) (μF)

Calculated τ τ=RC(sec)

measured τ(sec)

computed ‘C’ C=τm /Rmeasured

R 1 C 1 1 0.1^ 0.1 m^ 0.1 m^ 0.1 μF

R 1 C 2 1 0.01 0.01 m 0.01 m 0.01 μF

R 2 C 1 4.7 0.1 0.47 m 0.5 m 0.106 μF

R 2 C 2 4.7^ 0.01^ 0.047 m^ 0.05 m^ 0.0106 μF

R 1 C (^) X 1 0.1 0.1 m 0.1 m 0.1 μF

C (^) X= 0.1 μF