EE341 FINAL EXAM REVIEW

Time and Location: Wednesday, December 15, 1999, at 9:00am in Cramer 103

Materials:

1. Fourier Transform and Laplace Transform tables (both properties and pairs) from the text will be provided.
2. Integral and trigonometric identity tables from text will be provided.
3. One 8.5"x11" sheet of paper with writing on one side allowed.

Topics:

1. Continuous-time signals
• sketch
• determine expression from plot
• differentiate
• energy, power, RMS values
2. Continuous-time systems
• model electrical systems with differential equations
• properties (causal, linear, time-invariant)
• graphical convolution for zero-state response
• zero-input response
3. Fourier Series
• determine coefficients from periodic f(t) or spectra
• construct in trigonometric and exponential form
• determine, sketch, and interpret spectra
• Parseval's Theorem
4. Fourier Transform
• f(t)« F(w) via tables
• determine, sketch, and interpret spectra
• amplitude modulation
• y(t),Y(w) from H(w) and f(t) (periodic or aperiodic)
5. Laplace Transform
• f(t)« F(s) via tables and partial fraction expansion
• F(s)« F(w)
• solve differential equations
• y(t), Y(s) from H(s) and f(t)
6. Transfer Functions
• H(s) from differential equation, circuit, or impulse response
• poles, zeros, stability
• block diagram representation and reduction
• motor analysis concepts/pulse-width-modulation
• system characterization