Title: C H A P T E R
13
C H A P T E R
Resistive Network Analysis
2Figure 3.2 Use of KCL in nodal analysis
3Figure 3.3 Illustration of nodal analysis
4Figure 3.5
5Figure 3.8 Nodal analysis with voltage sources
6Figure 3.12 A two-mesh circuit
7Figure 3.13 Assignment of currents and voltages
around mesh 1
8Figure 3.14 Assignment of currents and voltages
around mesh 3
9Figure 3.18 Mesh analysis with current sources
10Figure 3.26 The principle of superposition
11Figure 3.27 Zeroing voltage and current sources
12Figure 3.28 One-port network
13Figure 3.29 Illustration of equivalent-circuit
concept
14Figure 3.31 Illustration of Thevenin theorum
i
i
R
T
Load
Load
Source
v
v
v
_
T
15Figure 3.32 Illustration of Norton theorum
16Figure 3.34 Equivalent resistance seen by the load
17Figure 3.35 An alternative method of determining
the Thevenin resistance
18Figure 3.46
19Figure 3.47
20Figure 3.48
21Figure 3.49 A circuit and its Thevenin equivalent
22Figure 3.57 Illustration of Norton equivalent
circuit
23Figure 3.58 Computation of Norton current
24Figure 3.63 Equivalence of Thevenin and Norton
representations
25Figure 3.64 Effect of source transformation
26Figure 3.65 Subcircuits amenable to source
transformation
27Figure 3.71 Measurement of open-circuit voltage
and short-circuit current
28Figure 3.73 Power transfer between source and load
29Figure 3.74 Source loading effects
30Figeure 3.77 Representation of nonlinear element
in a linear circuit
31Figure 3.78 Load line
32Figure 3.79 Graphical solution equations 3.48 and
3.49
33Figure 3.80 Transformation of nonlinear circuit
of Thevenin equivalent