# EGR 232 : Electrical Engineering II

This course continues Electrical Engineering I (EGR 231). Topics include AC steady state power, three-phase circuits, complex frequency, network functions, frequency response, transformers, Fourier series, Laplace transforms, and Laplace transform application. Three lecture hours and one recitation hour per week. Spring

## Prerequisites

EGR 231 with a C or better;

## Corequisites

## Course Outcomes

Students who successfully complete this course will be able to:

- Describe the sinusoidal steady-state conditions through use of the concepts of phasor, impedance, admittance, and transfer function
- Find the amplitude and phases of sinusoidal steady-state response waveforms by algebraic techniques
- Analyze the flow of energy in AC circuits
- Define power (P), reactive power (Q), and complex power(S)
- Define the concept of frequency response curves and use Bode plots to them.
- Understand the concepts of resonance, complex frequency, and poles and zeros in the development of frequency response
- Understand and apply Fourier series in the analysis of circuits
- Decompose input waveform into a sum of mutually orthogonal sinusoidal waveform components
- Develop the limit of the Fourier series as the inverse Fourier transform and apply the direct Fourier transform of a signal in the transformation of time-domain signals to its frequency-domain representation.