May 04, 2024  
2022-2023 Catalog 
    
2022-2023 Catalog [ARCHIVED CATALOG]

ENGR 252 - Electrical Circuits II


PREREQUISITES: ENGR 251 - Electrical Circuits I  
PROGRAM: Engineering
CREDIT HOURS MIN: 4
LECTURE HOURS MIN: 3
LAB HOURS MIN: 2
DATE OF LAST REVISION: Spring, 2019

An integrated lab/lecture course which continues ENGR 251 . This course covers sinusoidal steady state analysis, LaPlace and Fourier analysis, transistors, diodes, op-amps, and three-phase systems. An introduction to computer aided design and analysis is provided.

MAJOR COURSE LEARNING OBJECTIVES: Upon successful completion of this course the student will be expected to:

  1. Calculate real power (average power), reactive power, apparent power, and complex power for AC single-phase sinusoidal steady-state circuits.
  2. Determine the RMS value of periodic signals.
  3. Solve for maximum power transfer in single-phase sinusoidal steady state circuits.
  4. Transform circuit elements in the S domain and analyze circuits in s domains.
  5. Analyze series and parallel RL, RC, and RLC frequency selective circuits selective circuits (low-pass filters, high pass filters, band-pass and band-reject filters).
  6. Use transfer function to calculate step and impulse response.
  7. Use transfer function to calculate the steady-state sinusoidal response.
  8. Plot straight-line amplitude and phase the first-order poles and zeroes, and amplitude of complex poles and zeroes (Bode Diagrams).
  9. Calculate real, reactive and complex power in a simple balance three-phase circuit.
  10. Use the ideal op-amp model to design first-order low pass and high-pass filters.
  11. Use low-pass and high-pass active filters to design band pass and band-reject active filters.
  12. Determine Fourier series of periodic signals in trigonometric and exponential forms.
  13. Apply Fourier series for circuit analysis.


COURSE CONTENT: Topical areas of study include -  

  • Transfer function
  • LaPlace transform in circuit analysis
  • Low-pass filters
  • Op-amp band pass and band reject filters
  • High-pass filters
  • Trigonometric form of the Fourier series
  • Band-pass filters
  • First-order low-pass and high-pass filters
  • Bode diagrams
  • Fourier series analysis
  • Band-reject filters

 
GRADING POLICY

A 90-100
B 80-89
C 70-79
D 60-69
F 0-59

 
Course Addendum - Syllabus (Click to expand)