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Topic:Thévenin’s Theorems
Branch : Batch :
Name ENROLLMENT NO.
Abhishek Chokshi 140120109005
Himal Desai 140120109008
Harsh Dedakia 140120109012
▶A linear two-terminal circuit can be replaced with
an equivalent circuit of an ideal voltage source,
VT
h
, in series with a resistor, RT
h
.
◦ VThis equal to the open-circuit voltage at the terminals.
◦ RThis the equivalent or input resistance when the
independent sources in the linear circuit are turned off.
Linear circuit is a circuit where the
voltage is directly proportional to the
current (i.e., Ohm’s Law is followed).
Two terminals are the 2 nodes/2
wires that can make a connection
between the circuit to the load.
Open-circuit voltage Voc is the voltage, V, when the load is an open
circuit (i.e., RL = ∞).
VOC VTh
+
Voc
_
● Input resistance is the resistance seen by the
load when VTh= 0V.
stance of the linear circuit when
● It is also the resi
the load is a short circuit (RL = 0).
Rin  RTh VTh iSC
1. Identify the load, which may be a resistor or a part of
the circuit.
2. Replace the load with an open circuit .
3. Calculate VOC. This is VTh.
4. Turn off all independent voltage and currents sources
in the linear 2-terminal circuit.
5. Calculate the equivalent resistance of the circuit.
This is RTh.
● The current through and voltage across the load in series
with VThand RThis the load’s actual current and voltage in the
original circuit.
Example
=
RTh
voc
0
i
R 
1

Th
THEVENIN & NORTON
THEVENIN’S THEOREM:
Find VX by first finding VTH and RTH to the left of A-B.
12  4 
6  2  VX
_
30 V +
_
+
A
B


Circuit for Example
First remove everything to the right of A-B.
THEVENIN & NORTON
THEVENIN’S THEOREM:
12  4 
6 
30 V +
_
B

 A
Circuit for finding VTH for Example

(30)(6)
 10V
612
AB
V
Notice that there is no current flowing in the 4  resistor
(A-B) is open. Thus there can be no voltage across the
resistor.
THEVENIN & NORTON
THEVENIN’S THEOREM:
We now deactivate the sources to the left of A-B and find
the resistance seen looking in these terminals.
12  4 
6 
B

 A
RTH
Circuit for find RTH for Example
We see,
RTH = 12||6 + 4 = 8 
THEVENIN & NORTON
THEVENIN’S THEOREM:
After having found the Thevenin circuit, we connect this
to the load in order to find VX.
10 V
R
TH
8 
VTH 2 
+
VX
_
+
_
A
B


after connecting Thevenin
circuit.
28
X
V 
(10)(2)
 2V
THEVENIN & NORTON
THEVENIN’S THEOREM:
In some cases it may become tedious to find RTH by reducing
the resistive network with the sources deactivated. Consider
the following:
R
TH
+
VTH _
A
B


ISS
A Thevenin circuit with the output shorted.
We see;
TH
SS
R
I

VTH
circuits

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thevenins theorem.pptx

  • 2. Name ENROLLMENT NO. Abhishek Chokshi 140120109005 Himal Desai 140120109008 Harsh Dedakia 140120109012
  • 3.
  • 4. ▶A linear two-terminal circuit can be replaced with an equivalent circuit of an ideal voltage source, VT h , in series with a resistor, RT h . ◦ VThis equal to the open-circuit voltage at the terminals. ◦ RThis the equivalent or input resistance when the independent sources in the linear circuit are turned off.
  • 5.
  • 6. Linear circuit is a circuit where the voltage is directly proportional to the current (i.e., Ohm’s Law is followed). Two terminals are the 2 nodes/2 wires that can make a connection between the circuit to the load.
  • 7. Open-circuit voltage Voc is the voltage, V, when the load is an open circuit (i.e., RL = ∞). VOC VTh + Voc _
  • 8. ● Input resistance is the resistance seen by the load when VTh= 0V. stance of the linear circuit when ● It is also the resi the load is a short circuit (RL = 0). Rin  RTh VTh iSC
  • 9. 1. Identify the load, which may be a resistor or a part of the circuit. 2. Replace the load with an open circuit . 3. Calculate VOC. This is VTh. 4. Turn off all independent voltage and currents sources in the linear 2-terminal circuit. 5. Calculate the equivalent resistance of the circuit. This is RTh. ● The current through and voltage across the load in series with VThand RThis the load’s actual current and voltage in the original circuit.
  • 11. THEVENIN & NORTON THEVENIN’S THEOREM: Find VX by first finding VTH and RTH to the left of A-B. 12  4  6  2  VX _ 30 V + _ + A B   Circuit for Example First remove everything to the right of A-B.
  • 12. THEVENIN & NORTON THEVENIN’S THEOREM: 12  4  6  30 V + _ B   A Circuit for finding VTH for Example  (30)(6)  10V 612 AB V Notice that there is no current flowing in the 4  resistor (A-B) is open. Thus there can be no voltage across the resistor.
  • 13. THEVENIN & NORTON THEVENIN’S THEOREM: We now deactivate the sources to the left of A-B and find the resistance seen looking in these terminals. 12  4  6  B   A RTH Circuit for find RTH for Example We see, RTH = 12||6 + 4 = 8 
  • 14. THEVENIN & NORTON THEVENIN’S THEOREM: After having found the Thevenin circuit, we connect this to the load in order to find VX. 10 V R TH 8  VTH 2  + VX _ + _ A B   after connecting Thevenin circuit. 28 X V  (10)(2)  2V
  • 15. THEVENIN & NORTON THEVENIN’S THEOREM: In some cases it may become tedious to find RTH by reducing the resistive network with the sources deactivated. Consider the following: R TH + VTH _ A B   ISS A Thevenin circuit with the output shorted. We see; TH SS R I  VTH