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Network Analysis Applications of LaPlace Transform in first and second order networks; poles, zeros and stability in S-plane; active filters and oscillators. System stability, harmonics, periodic signals, and transient response are discussed. Laplace Transform, stable, unstable, marginally stable, harmonic, radian frequency, waveform odd function, even function, step response, RLC circuit, transform function, poles, zeros, s-plane, step-input, under damped, over damped, undamped, square wave, Sallen-Key filter, bode plot, magnitude and phase, steady state, phase-lead, phase-lag, inverse laplace transform, transfer function.

Course Topics Introduction to Network Analysis Simple Transfer Functions Bode Plots First Order Active Circuits Second Order Active Circuits Laplace Transforms Laplace Transform Tables and Operations Inverse Laplace Transforms Partial Fraction Expansion Method R, L, and C Circuits in S-Domain Time Domain Solutions Stability of Circuits using S-Plane Block Diagram Techniques Block Diagram Reduction Techniques Periodic Waveforms Non-Periodic Waveforms Fourier Waveforms Fourier Analysis Homework Exams & Tests Quizes

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