Table of Contents
TO VERIFY THE KIRCHHOFF VOLTAGE LAW
EXPERIMENTAL PROOF
CIRCUIT ON BREAD BOARD
THEORY
PROCEDURE
CALCULATIONS
CONCLUSION
THE KIRCHHOFF VOLTAGE LAW
INTRODUCTION
Kirchhoff's voltage law (KVL) The sum of all the voltages around a loop
is equal to zero.
This law is also called
Kirchhoff's
second law, Kirchhoff's loop (or mesh) rule, and Kirchhoff's
second rule.
BREAD BORD:
A breadboard is a construction base
for prototyping of electronics. Because the solderless
breadboard does not require soldering, it is reusable. This makes it easy
to use for creating temporary prototypes and experimenting with circuit design.
Figure 1
i.
Connect all the resistors in series
with each other on Breadboard.
ii.
Now connect the power supply (Digital
Multimeter) to the breadboard i.e. make sure that your connection is proper,
the positive terminal is connected to the positive end.
iii.
Supply the power to the circuit through
multimeter and note the source voltage value. iv. Now calculate the voltage across each
resistor separately, prove the KVL and
find the error.
S no
|
Vs
|
R1
|
R2
|
R3
|
V1
|
V2
|
V3
|
Vs=V1+ V2+ V3
|
Error
|
1
|
5v
|
2.2k Ω
|
2.2k Ω
|
2.2k Ω
|
1.74v
|
1.73v
|
1.73v
|
5.20v
|
0.20
|
2
|
15v
|
2.2k
Ω
|
2.2k Ω
|
2.2k Ω
|
5.06v
|
5.04v
|
5.07v
|
15.17v
|
0.17
|
3
|
5v
|
2.2k Ω
|
5.4k Ω
|
1.21k Ω
|
1.3v
|
3.20v
|
0.72v
|
5.22v
|
0.72
|
4
|
15v
|
2.2k
Ω
|
5.4k Ω
|
1.21k Ω
|
3.79v
|
9.33v
|
2.09v
|
15.21v
|
0.21
|
5
|
-15v
|
2.2k Ω
|
5.4k Ω
|
1.21k Ω
|
-3.77v
|
-9.27v
|
-2.07v
|
-15.11v
|
-0.11
|
6
|
-15v
|
3.3k
Ω
|
3.3k Ω
|
3.3k Ω
|
-4.89v
|
-5.24v
|
-4.98v
|
-15.11v
|
-0.11
|
We proved the Kirchhoff`s voltage law,
we found some error while performing manually, the experiment but in ideal
condition, like in PSpice we would found the accurate result.
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