Networks and SystemsNetworks and Systems serves as a text for the treatment of topics in the field of electric networks which are considered as foundation in electrical engineering for undergraduate students. It includes detailed coverage of network theorems, topology, analogous systems and Fourier transforms. The text employs Laplace transform solution of differential equations and contains material on two-port networks, classical filters, and passive synthesis. State variable formulation of network problems is included, together with wide coverage of convolution integral, transient response and frequency domain analysis. Each topic is covered in depth from basic concepts and a large number of solved problems are provided. |
Contents
BASIC CIRCUIT ELEMENTS AND WAVEFORMS | 1 |
MESH AND NODE ANALYSIS | 42 |
GRAPH THEORY AND NETWORK EQUATION | 102 |
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admittance analog circuit attenuation b₁ Bode plot branch C₁ C₂ capacitance capacitor circuit in Fig Circuit of Example coefficients convolution integral Cramer's rule current source Determine differential equation electric analog elements equivalent circuit exp jwt filter Fourier series Fourier transform frequency G(jw given graph Hence hybrid parameters I₁ I₂ impedance function inductance inductor input inverse K₁ L₁ L₂ Laplace transform linear loop loop currents m-derived matrix form mesh equations N₁ network in Fig Network of Example network shown obtained odd function open-circuit output phase polar plot polynomial port R₁ R₂ reactance representation resistance resistor resonant response RLC circuit roots s-plane short-circuit shown in Fig sinusoidal symmetry terminals theorem transfer function transmission parameters two-port network V₁ V₁(s V₂ V₂(s variable VINT voltage and current voltage source waveform written Z-parameters Z₁ Z₂ ZD(S ΙΩ