Elitestudyvault
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List of Examples
Chapter 1
1.1 Determining Current Given Charge 9
1.2 Power Calculations 14
1.3 Energy Calculation 15
1.4 Kirchhoff’s Current Law 18
1.5 Kirchhoff’s Voltage Law 22
1.6 Resistance Calculation 29
1.7 Determining Resistance for Given Power and Voltage Ratings 31
1.8 Circuit Analysis Using Arbitrary References 33
1.9 Using KVL, KCL, and Ohm’s Law to Solve a Circuit 34
Chapter 2
2.1 Combining Resistances in Series and Parallel 49
2.2 Circuit Analysis Using Series/Parallel Equivalents 52
2.3 Application of the Voltage-Division Principle 56
2.4 Applying the Current- and Voltage-Division Principles 57
2.5 Application of the Current-Division Principle 58
2.6 Node-Voltage Analysis 63
2.7 Node-Voltage Analysis 66
2.8 Node-Voltage Analysis 68
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2.9 Node-Voltage Analysis 70
2.10 Node-Voltage Analysis with a Dependent Source 74
2.11 Node-Voltage Analysis with a Dependent Source 75
2.12 Node Voltage Analysis 76
2.13 Mesh-Current Analysis 82
2.14 Mesh-Current Analysis 83
2.15 Writing Mesh Equations Directly in Matrix Form 85
2.16 Mesh-Current Analysis with Controlled Sources 88
2.17 Mesh Current Analysis 89
2.18 Determining the Thévenin Equivalent Circuit 92
2.19 Zeroing Sources to Find Thévenin Resistance 94
2.20 Thévenin Equivalent of a Circuit with a Dependent Source 95
2.21 Norton Equivalent Circuit 97
2.22 Using Source Transformations 99
2.23 Determining Maximum Power Transfer 102
2.24 Circuit Analysis Using Superposition 106
2.25 Using a Wheatstone Bridge to Measure Resistance 108
Chapter 3
3.1 Determining Current for a Capacitance Given Voltage 130
3.2 Determining Voltage for a Capacitance Given Current 132
3.3 Current, Power, and Energy for a Capacitance 134
3.4 Capacitances in Series and Parallel 137
3.5 Calculating Capacitance Given Physical Parameters 139
3.6 What Happened to the Missing Energy? 141
, Elitestudyvault
3.7 Voltage, Power, and Energy for an Inductance 145
3.8 Inductor Current with Constant Applied Voltage 146
3.9 Inductances in Series and Parallel 148
3.10 Integration and Differentiation Using the MATLAB Symbolic Toolbox 154
Chapter 4
4.1 Capacitance Discharging Through a Resistance 170
4.2 First-Order RC Circuit 172
4.3 Steady-State DC Analysis 174
4.4 RL Transient Analysis 176
4.5 RL Transient Analysis 178
4.6 Transient Analysis of an RC Circuit with a Sinusoidal Source 183
4.7 Analysis of a Second-Order Circuit with a DC Source 190
4.8 Computer-Aided Solution of a First-Order Circuit 199
4.9 Computer-Aided Solution of a Second-Order Circuit 201
4.10 Computer-Aided Solution of a System of Differential Equations 203
Chapter 5
5.1 Power Delivered to a Resistance by a Sinusoidal Source 219
5.2 RMS Value of a Triangular Voltage 220
5.3 Using Phasors to Add Sinusoids 225
5.4 Combining Impedances in Series and Parallel 231
5.5 Steady-State AC Analysis of a Series Circuit 233
5.6 Series and Parallel Combinations of Complex Impedances 235
,Elitestudyvault
List of Examples
Chapter 1
1.1 Determining Current Given Charge 9
1.2 Power Calculations 14
1.3 Energy Calculation 15
1.4 Kirchhoff’s Current Law 18
1.5 Kirchhoff’s Voltage Law 22
1.6 Resistance Calculation 29
1.7 Determining Resistance for Given Power and Voltage Ratings 31
1.8 Circuit Analysis Using Arbitrary References 33
1.9 Using KVL, KCL, and Ohm’s Law to Solve a Circuit 34
Chapter 2
2.1 Combining Resistances in Series and Parallel 49
2.2 Circuit Analysis Using Series/Parallel Equivalents 52
2.3 Application of the Voltage-Division Principle 56
2.4 Applying the Current- and Voltage-Division Principles 57
2.5 Application of the Current-Division Principle 58
2.6 Node-Voltage Analysis 63
2.7 Node-Voltage Analysis 66
2.8 Node-Voltage Analysis 68
,Elitestudyvault
2.9 Node-Voltage Analysis 70
2.10 Node-Voltage Analysis with a Dependent Source 74
2.11 Node-Voltage Analysis with a Dependent Source 75
2.12 Node Voltage Analysis 76
2.13 Mesh-Current Analysis 82
2.14 Mesh-Current Analysis 83
2.15 Writing Mesh Equations Directly in Matrix Form 85
2.16 Mesh-Current Analysis with Controlled Sources 88
2.17 Mesh Current Analysis 89
2.18 Determining the Thévenin Equivalent Circuit 92
2.19 Zeroing Sources to Find Thévenin Resistance 94
2.20 Thévenin Equivalent of a Circuit with a Dependent Source 95
2.21 Norton Equivalent Circuit 97
2.22 Using Source Transformations 99
2.23 Determining Maximum Power Transfer 102
2.24 Circuit Analysis Using Superposition 106
2.25 Using a Wheatstone Bridge to Measure Resistance 108
Chapter 3
3.1 Determining Current for a Capacitance Given Voltage 130
3.2 Determining Voltage for a Capacitance Given Current 132
3.3 Current, Power, and Energy for a Capacitance 134
3.4 Capacitances in Series and Parallel 137
3.5 Calculating Capacitance Given Physical Parameters 139
3.6 What Happened to the Missing Energy? 141
, Elitestudyvault
3.7 Voltage, Power, and Energy for an Inductance 145
3.8 Inductor Current with Constant Applied Voltage 146
3.9 Inductances in Series and Parallel 148
3.10 Integration and Differentiation Using the MATLAB Symbolic Toolbox 154
Chapter 4
4.1 Capacitance Discharging Through a Resistance 170
4.2 First-Order RC Circuit 172
4.3 Steady-State DC Analysis 174
4.4 RL Transient Analysis 176
4.5 RL Transient Analysis 178
4.6 Transient Analysis of an RC Circuit with a Sinusoidal Source 183
4.7 Analysis of a Second-Order Circuit with a DC Source 190
4.8 Computer-Aided Solution of a First-Order Circuit 199
4.9 Computer-Aided Solution of a Second-Order Circuit 201
4.10 Computer-Aided Solution of a System of Differential Equations 203
Chapter 5
5.1 Power Delivered to a Resistance by a Sinusoidal Source 219
5.2 RMS Value of a Triangular Voltage 220
5.3 Using Phasors to Add Sinusoids 225
5.4 Combining Impedances in Series and Parallel 231
5.5 Steady-State AC Analysis of a Series Circuit 233
5.6 Series and Parallel Combinations of Complex Impedances 235
