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Course: EEE202 First Term: 2006 Fall
Final Term: Current
Final Term: 2013 Fall
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Lecture 5 Credit(s) 4 Period(s) 4 Load
Laboratory 0
Credit(s) 3 Period(s)
2.4 Load
Subject Type: AcademicLoad Formula: S |
MCCCD Official Course Competencies | |||
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1. Introduce the basic strategy for an analysis of electrical circuits: basic quantities and circuits elements. (I)
2. Employ Ohm`s law and Kirchoff`s laws in the analysis of a circuit. Compute the equivalent resistance combination in series and/or parallel. (II) 3. Analyze electric circuits containing both independent and dependent sources by employing fundamental laws of electricity. (II) 4. Apply both the node voltage and loop current methods as useful techniques for circuit analysis. (III) 5. Analyze the different Operational Amplifier models and its equivalent circuit. (IV) 6. Apply the computer-aided analysis program Personal Computer Simulation Program with Integrated Circuit Emphasis (PSPICE) to circuits that contain a variety of sources. (V) 7. Use the principles of superposition, Thevenin`s and Norton`s theorems to analyze electric circuits. (VI) 8. Compute the equivalent capacitance when capacitors are interconnected in series or parallel and how to determine equivalent inductance when these elements are interconnected. (VII) 9. Analyze Resistor-Capacitor (RC) and Resistor-Inductor (RL) circuits containing only a single energy storage element (i.e., C or L) involving the solution of a first-order differential equation. (VIII) 10. Perform the analysis of RLC circuits that leads to a second- order differential equation. (IX) 11. Apply a solution approach for Alternating Current (AC) circuits involving an analysis in the frequency domain including impedance and admittance as they are used in conjunction with Phasors to solve AC circuits containing a single source. (X) 12. Define instantaneous power, average power, and power factor angle as well as the complex power and its relationship to real power and reactive power. (XI) 13. Apply Laplace transform correctly and appropriately to analyze linear circuits. (XII) 14. Relate pole and zero locations to characteristics of time- domain functions. (XIII) 15. Analyze linear circuits using important concepts from linear systems theory including transfer function, impulse response, and stability. (XII, XIII) 16. Analyze active and passive filter networks that can pass or reject signals in a specific frequency band. (XIV) | |||
MCCCD Official Course Competencies must be coordinated with the content outline so that each major point in the outline serves one or more competencies. MCCCD faculty retains authority in determining the pedagogical approach, methodology, content sequencing, and assessment metrics for student work. Please see individual course syllabi for additional information, including specific course requirements. | |||
MCCCD Official Course Outline | |||
I. Basic Concepts
A. International System (SI) of units B. Basic quantities C. Circuits elements: independent and dependent sources II. Resistive Circuits A. Ohm`s law B. Kirkoff`s laws C. Single loop circuits D. Single-node-pair circuits E. Series and parallel combinations of resistors F. Circuits with series-parallel combinations of resistors G. Wye and delta transformers III. Nodal and Loop Analysis Techniques A. Nodal analysis B. Loop analysis C. Circuit equations via network topology D. Circuit with operational amplifiers, spice example IV. Operational Amplifier A. Op-Amp models B. Fundamental of Op-Amp circuits C. Comparators V. Direct Current (DC) PSPICE Analysis A. Elements of PSPICE program B. Applications VI. Additional Analysis Techniques A. Network theorems B. Maximum power transfer C. Sensitivity analysis VII. Capacitance and Inductance A. Capacitors B. Inductors C. Series, parallel of capacitor and inductor combinations VIII. RC and RL Circuits A. Differential equations review B. Source-free circuits C. Circuits with constant and nonconstant forcing D. Pulse response E. RC operational amplifier F. Transient circuit analysis using PSPICE IX. RLC Circuits A. The basic circuit equation B. Mathematical development of the response equations C. The network response D. PSPICE analysis of RLC circuit X. Sinusoids and Phasors A. Sinusoids B. Sinusoid and complex forcing functions C. Phasors D. Phasors relationships for circuit elements E. Impedance and admittance XI. Steady-State Power Analysis A. Instantaneous power B. Average power C. Maximum average power transfer D. Effective or Root Mean Square (RMS) values E. The power factor F. Complex power G. Power measurements XII. The Laplace Transform A. Definition B. Two important singularity functions C. Transform pairs D. Properties of the transform XIII. Application to the Laplace Transform to Circuit Analysis A. Laplace circuit solution B. Circuit element models C. Analysis techniques D. Transfer function E. Pole-zero plot/Bode plot connection F. Steady state response XIV. Variable-Frequency Network Performance A. Variable frequency response analysis B. Sinusoidal frequency analysis C. Resonant circuits D. Scaling E. Filter networks F. Application to passive and active filters | |||
MCCCD Governing Board Approval Date:
11/22/2005 |