## Network TheoryWriting differential equations for electrical and electronic circuits, Kirchhoff's Current Law (KCL), Kirchhoff's Voltage Law (KVL), Mesh Analysis, Initial Conditions, Star-Delta networks and Transformation, Matrix Solution of steady state network equations, Phasors, AC steady-state network equations.Waveform Synthesis, Properties of driving point impedance, Amplitude, Phase, Phase Delay, Convolution integral, Network synthesis, Active Network synthesis, Realiazibility of one part network, Hurwitz Network synthesis polynomials.Network Theorems : Superposition, Thevenin's, Norton, Miller, Tellegan, Maximum Power Transfer theorem, Reciprocity, Substitution, Current and Voltage source transformation, Star-Delta transformation.Network functions, Poles and Zeroes, Parts of Network functions, obtaining a network from a given part.Two port network parameters z, y, h and transmission parameters, Combinations of two ports, Analysis of common two ports.Analog Filter Design : Time domain, Frequency domain approximation, Low pass filter, Butterworth Chebyshev Filter, Linear Phase Filters. |

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### Contents

Chapter1 Network Simplification Techniques A C and D C Circuits | 1 |

Examples with Solutions | 74 |

Review Questions | 109 |

Chapter2 Network Theorems | 114 |

Examples with Solutions | 145 |

Review Questions | 201 |

Chapter3 Transient Response and Initial Conditions | 207 |

Examples with Solutions | 240 |

Chapter5 Network Functions | 368 |

I ill 11 | 398 |

Review Questions | 416 |

Chapter6 Two Port Network Parameters | 419 |

Examples with Solutions | 469 |

Review Questions | 511 |

Chapter7 Fundamentals of Network Synthesis | 517 |

Examples with Solutions | 556 |

Review Questions | 278 |

Chapter4 Laplace Transform | 282 |

Examples with Solutions | 334 |

Review Questions | 363 |

Review Questions | 574 |

Chapter8 Analog Filter Design | 576 |

Solved Examples | 605 |

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### Common terms and phrases

A/WV alternating quantity Applying KVL Calculate change instantaneously circuit shown connected Consider constant continued fraction Cramer's rule current source current through inductor dependent source differential equation driving point impedance elements Example expressed fb(t Figure Find the Laplace frequency function F(s given network Hence Hurwitz initial conditions initial current initial voltage input interms inverse Laplace transform loop currents Millman's theorem negative network function network shown Norton's Norton's theorem obtained odd function open circuit output parallel partial fraction phasor point impedance function pole-zero plot poles and zeros polynomial port network positive real ramp function ratio resistor response RLC circuit s-plane series R-L short circuit shown in Fig slope Solution steady Substituting value Superposition theorem switch system function Taking Laplace transform terminals A-B Thevenin's equivalent Thevenin's theorem unit step function variables voltage across capacitor voltage source waveform y-parameters