Jul 03, 2025  
2022-2023 Catalog 
    
2022-2023 Catalog [ARCHIVED CATALOG]

ENGR 251 - Electrical Circuits I


PREREQUISITES: MATH 212 - Calculus II  
PROGRAM: Engineering
CREDIT HOURS MIN: 4
LECTURE HOURS MIN: 3
LAB HOURS MIN: 2
DATE OF LAST REVISION: Spring, 2019

Provides an integrated lab/lecture sequence in which students are introduced to the fundamentals of circuit analysis. Topics include resistive, capacitive, and inductive circuit elements, nodal and mesh analysis, transient response of RLC circuits, steady state sinusoidal response, operational amplifiers, and an introduction to diodes and transistors.

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

  1. Given any two of V, I, R, and P values for a resistor, solve for the remaining two using Ohm’s law and the resistive power formulas.
  2. Find the equivalent resistance of a source-free series-parallel resistive network.
  3. Apply Ohm’s Law and Kirchhoff’s Laws to solve DC resistive circuits containing a single independent source using circuit reduction and expansion (the total resistance method).
  4. Solve complex resistive DC circuits with independent and dependent sources using both the mesh-current method and the node-voltage method.
  5. Obtain the Thevenin equivalent of a DC resistive circuit containing independent and dependent sources.
  6. Use the ideal op-amp model (virtual short) model to solve simple op amp circuits (inverting, non-inverting amps, voltage follower, summing amplifier, differentiator, and integrator).
  7. Determine the equivalent inductance of a series-parallel combination of inductors. Determine the equivalent capacitance of a series-parallel combination of capacitors.
  8. Given simple functions (piecewise linear, exponential) of current determine the voltage across either a capacitor or inductor.
  9. Given simple functions (piecewise linear, exponential) of voltage determine the current across either a capacitor or inductor.
  10. Determine the natural and step responses of first-order RL and RC circuits.
  11. Determine the natural and step responses of second-order RLC circuits.
  12. Calculate the impedance of inductors and capacitors at a given frequency.
  13. Use phasor methods to solve for the steady-state, sinusoidal response of RLC circuits containing independent sources and dependent sources of the same frequency.
  14. Calculate RMS values of sinusoidal and non-sinusoidal waveforms.
  15. Determine the Norton equivalent of a circuit.
  16. Perform delta to Y and Y to delta conversions.
  17. Write correct loop equations in circuits with mutual inductance.
  18. Solve for the steady-state response in sinusoidal circuits with transformers.


COURSE CONTENT: Topical areas of study include -  

  • Ohm’s Law
  • Operational amplifier characteristics
  • Kirchhoff’s Law
  • Amplifier circuits
  • Resistors in series
  • Natural and step responses of RLC circuits
  • Resistors in parallel
  • Sinusoidal steady-state analysis
  • Wheatstone bridge
  • Sinusoidal steady-state power calculations
  • Node-Voltage method
  • Balanced three-phase circuits
  • Mesh-current mode
  • Thevenin and Norton equivalents

 
GRADING POLICY

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

 
Course Addendum - Syllabus (Click to expand)