Basic electric circuit analysis

목차 (Table of Contents)

• CONTENTS
• PREFACE = xiii
• 1. INTRODUCTION = 1
• 1.1 Definitions and Units = 1
• 1.2 Charge and Current = 4
• 1.3 Voltage, Energy and Power = 7
• 1.4 Passive and Active Elements 10
• 1.5 Circuit Analysis = 12
• 2. RESISTIVE CIRCUITS = 15
• 2.1 Ohm's Law = 15
• 2.2 Kirchhoff's Laws = 19
• 2.3 Series Resistance and Voltage Division = 25
• 2.4 Parallel Resistance and Current Division = 30
• 2.5 Analysis Examples = 35
• 2.6 Ammeters, Voltmeters and Ohmmeters = 40
• 2.7 Physical Resistors = 43
• 3. DEPENDENT SOURCES = 49
• 3.1 Definitions = 49
• 3.2 Circuits with Dependent Sources = 50
• 3.3 Operational Amplifiers = 52
• 3.4 Amplifier Circuits = 54
• 4. ANALYSIS METHODS = 61
• 4.1 Nodal Analysis = 62
• 4.2 An Example = 65
• 4.3 Circuits Containing Voltage Sources = 67
• 4.4 Circuits Containing Op Amps = 71
• 4.5 Mesh Analysis = 73
• 4.6 Circuits Containing Current Sources = 76
• 4.7 Duality* = 78
• 5. NETWORK THEOREMS = 89
• 5.1 Linear Circuits = 89
• 5.2 Superposition = 93
• 5.3 Thevenin's and Norton's Theorems = 99
• 5.4 Practical Sources = 106
• 5.5 Maximum Power Transfer = 111
• 6. INDEPENDENCE OF EQUATIONS* = 117
• 6.1 Graph of a Network = 117
• 6.2 Trees and Links = 119
• 6.3 Independent Voltage Equations = 121
• 6,4 Independent Current Equations = 124
• 6.5 A Circuit Application = 127
• 7. ENERGY-STORAGE ELEMENTS = 132
• 7.1 Capacitors = 132
• 7.2 Energy Storage in Capacitors = 136
• 7.3 Series and Parallel Capacitors = 138
• 7.4 Inductors = 142
• 7.5 Energy Storage in Inductors = 145
• 7.6 Series and Parallel Inductors = 147
• 7.7 Practical Capacitors and Inductors = 150
• 7.8 Duality and Linearity = 151
• 7.9 Singular Circuits* = 153
• 8. SIMPLE RC AND RL CIRCUITS = 160
• 8.1 Source-free RC Circuit = 160
• 8.2 Time Constants = 164
• 8.3 Source-free RL Circuit = 168
• 8.4 Response to a Constant Forcing Function = 172
• 8.5 The General Case = 176
• 8.6 A Short-cut Procedure = 178
• 8.7 The Unit Step Function = 182
• 8.8 The Step Response = 187
• 8.9 Application of Superposition = 193
• 9. SECOND-ORDER CIRCUITS = 201
• 9.1 Circuits with Two Storage Elements = 201
• 9.2 Second-Order Equations = 203
• 9.3 The Natural Response = 205
• 9.4 Types of Natural Frequencies = 208
• 9.5 The Forced Response = 212
• 9.6 Excitation at a Natural Frequency = 215
• 9.7 The Complete Response = 218
• 9.8 The Parallel RLC Circuit = 222
• 9.9 The Series RLC Circuit = 227
• 9.10 The Complete Response of the RLC Circuit = 229
• 9.11 Alternate Methods for Obtaining the Describing Equations* = 232
• 10. SINUSOIDAL EXCITATION AND PHASORS = 243
• 10.1 Properties of Sinusoids = 244
• 10.2 An RL Circuit Example = 248
• 10.3 An Alternate Method Using Complex Numbers = 250
• 10.4 Complex Excitations = 253
• 10.5 Phasors = 256
• 10.6 Voltage-Current Relationships for Phasors = 259
• 10.7 Impedance and Admittance = 264
• 10.8 Kirchhoff's Laws and Impedance Combinations = 268
• 10.9 Phasor Circuits = 271
• 11. AC STEADY-STATE ANALYSIS = 280
• 11.1 NodalAnalysis = 280
• 11.2 Mesh Analysis = 285
• 11.3 Network Theorems = 288
• 11.4 Phasor Diagrams = 294
• 12. AC STEADY-STATE POWER = 306
• 12.1 Average Power = 307
• 12.2 Superposition and Power = 313
• 12.3 RMS Values = 317
• 12.4 Power Factor = 319
• 12.5 Complex Power = 323
• 12.6 Power Measurement = 327
• 13. THREE-PHASE CIRCUITS = 333
• 13.1 Single-Phase,Three-Wire Systems = 334
• 13.2 Three-Phase Y-Y Systems = 338
• 13.3 The Delta Connection = 345
• 13.4 Y-A Transformations = 348
• 13.5 Power Measurement = 353
• 14. COMPLEX FREQUENCY AND NETWORK FUNCTIONS = 360
• 14.1 The Damped Sinusoid = 360
• 14.2 Complex Frequency and Generalized Phasors = 363
• 14.3 Impedance and Admittance = 366
• 14.4 Network Functions = 370
• 14.5 Poles and Zeros = 373
• 14.6 The Natural Response from the Network Function = 375
• 14.7 Natural Frequencies* = 378
• 14.8 Two-Port Networks = 380
• 15. FREQUENCY RESPONSE = 389
• 15.1 Amplitude and Phase Responses = 389
• 15.2 Filters = 392
• 15.3 Resonance = 395
• 15.4 Bandpass Functions and Quality Factor = 397
• 15.5 Use of Pole-Zero Plots = 401
• 15.6 Scaling the Network Function = 404
• 15.7 The Decibel = 408
• 16. TRANSFORMERS = 416
• 16.1 Mutual Inductance = 417
• 16.2 Energy Storage = 425
• 16.3 Circuits with Linear Transformers = 428
• 16.4 Reflected Impedance = 432
• 16.5 The Ideal Transformer = 434
• 16.6 Equivalent Circuits = 440
• 17. FOURIER METHODS = 446
• 17.1 The Trigonometric Fourier Series = 446
• 17.2 Symmetry Properties = 452
• 17.3 The Exponential Fourier Series = 456
• 17.4 Response to Periodic Excitations = 459
• 17.5 Frequency Spectra = 461
• 17.6 The Fourier Transform = 463
• 17.7 Fourier Transform Operations = 466
• 18. LAPLACE TRANSFORMS = 473
• 18.1 Definition = 474
• 18.2 Some Special Results = 476
• 18.3 The Inverse Transform = 480
• 18.4 The Impulse Function = 484
• 18.5 Applications to Differential Equations = 487
• 18.6 The Transformed Circuit = 492
• APPENDIX A DETERMINANTS AND CRAMER'S RULE = 499
• APPENDIX B GAUSSIAN ELIMINATION = 504
• APPENDIX C COMPLEX NUMBERS = 507
• APPENDIX D EULER'S FORMULA = 513
• INDEX = 519