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CIRCUITS II W/ LAB |
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Class Hours: 3.0 |
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Credit Hours: 4.0 |
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Laboratory Hours:
3.0 |
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Revised: Spring 07 |
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NOTE: This
course is intended for University Parallel Transfer. |
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Catalog Course
Description: |
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Average, complex, real, and
imaginary power; effective value of voltage and current; three-phase circuits: delta and wye
connections, power measurement using two wattmeters;
complex frequency: sinusoidal forcing
functions and natural response; resonance:
general case, special cases in series and parallel circuits; scaling: magnitude and frequency; mutual inductance
and transformers as circuit elements; linear and ideal transformers;
admittance, impedance and hybrid parameters; trigonometric and complex
Fourier series. |
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Entry Level Standards: |
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Students must be able to
follow a logical trail leading from definition through explanation,
description, illustration, and numerical example, to problem-solving
ability. Students must be proficient in DC circuit theory, single- and
double-energy storage transients, single-phase AC
circuits by phasor method, trigonometry,
differentiation calculus and integration calculus. |
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Prerequisite: ECE 2010 |
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Corequisites: MATH
2120 and PHYS 2120 |
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Textbook(s) and Other
Course Materials: |
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William H. Hayt, Jr., Jack E. Kemmerly. Engineering
Circuit Analysis. Latest ed. |
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I. Week/Unit/Topic
Basis: |
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Week |
Topic |
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1 |
Sinusoidal Steady-state
response |
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2-3 |
Average power and RMS
values |
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4-5 |
Polyphase circuits |
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6-7 |
Magnetically coupled
circuits |
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8-9 |
Frequency response and
resonance |
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10-11 |
Complex frequency |
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12 |
Two-port networks |
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13-14 |
Fourier series |
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15 |
Final Exam |
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II. Course Objectives*: |
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A. |
Effective communication
with technical and scientific community in the "common language" of
electrical definitions, units, and relationships. I, VII |
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B. |
Analyze circuits containing
independent and dependent voltage and current sources, impedance, admittance,
capacitance and inductance using basic analytical techniques developed from
fundamental laws, theorems, and elementary network topology. V, VI |
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C. |
Perform steady-state analysis
of DC and AC circuits. V, VI |
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D. |
Understand the
complex-frequency concept and its use in relating the forced response and the
natural response of circuits. V, VI |
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E |
Know two-port network
analysis and linear modeling of various electronic devices. V, VI |
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F. |
Analyze periodic functions
in both the time and frequency domains. V, VI |
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*Roman numerals after course
objectives reference TBR’s general education goals. |
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III. Instructional
Processes*: |
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Students will: |
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1. |
Participate in classroom discussions
which challenge their abilities to think creatively and visualize complex
spatial and mathematical relationships to solve problems. Mathematical
Outcome, Technological Literacy Outcome |
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2. |
Work in teams to conduct laboratory
experiments and also to solve special problem assignments. These activities
are designed to foster interpersonal skills in teamwork and develop and
enhance leadership skills, students' abilities to express ideas, and
students' abilities to reach consensus solutions for the team through
negotiation. Communication Outcome, Active Learning Stratesgy |
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3. |
Use electronic test
equipment to test electrical circuits constructed from schematics in the
laboratory and acquire data. Use computers with
applications software to simulate, analyze, and predict the behavior of
electrical circuits. Compare expected responses to experimental responses of
electrical circuits. Use the internet for special assignments such as locating
data sheets on electronic components. Use computers with word processing
software to prepare reports. Technological Literacy Outcome, Mathematical
Outcome |
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4. |
Prepare reports on
laboratory experiments which include methodology, mathematical analyses of electrical
circuit models, a comprehensive comparison of calculated results with
experimental results, and conclusions. Mathematical Outcome, Technological
Literacy Outcome, Communication Outcome |
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5. |
Discuss the importance of
personal qualities such as personal responsibility, time management principles,
self-esteem, sociability, self-management, integrity and honesty in school
and in the workplace, and dynamics of change in the workplace. Social /
Behavioral Sciences Outcome, Transitional Strategy Outcome |
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*Strategies
and outcomes listed after instructional processes reference TBR’s goals for strengthening general education
knowledge and skills, connecting coursework to experiences beyond the
classroom, and encouraging students to take active and responsible roles in
the educational process. |
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IV. Expectations for Student Performance*: |
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Upon
successful completion of this course, the student should be able to: |
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1. |
Compute
correct circuit equations for a broad spectrum of circuits, solve circuit
problems with reasonable proficiency, and understand the solutions.
A,B,C,D,E |
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2. |
Defend
and use the concepts of instantaneous power, average power, RMS values of
voltage and current, apparent power, power factor, and complex power in
circuit analysis. A,B,C |
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3. |
Analyze
polyphase circuits involving three-phase wye connections and delta connections. B,C |
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4. |
Analyze
single-phase three-wire circuits. B,C |
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5. |
Demonstrate
use of the wattmeter for power measurement in three-phase systems. B,C |
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6. |
Describe
the concept of complex frequency and apply it to circuit problem
solving. B,C,D |
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7. |
Compare
sinusoidal forcing functions and compute natural responses of circuits.
B,D |
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8. |
Define
impedance and admittance parameters and describe their relationships to the
application of Kirchhoff's laws to the complex
forcing functions and complex forced responses. B,D |
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9. |
Determine
the frequency response of a circuit as a function of the neper
frequency. D |
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10. |
Determine
graphically the behavior of a circuit by use of the complex frequency
plane. B,D |
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11. |
Demonstrate
proficiency in the determination of the frequency response of circuits and
the responses related to series resonance, parallel resonance, and other
resonant forms. B,D |
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12. |
Describe
magnitude and frequency scaling. B,D |
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13. |
Describe
mutual inductance and energy considerations associated with magnetically
coupled circuits. A,B,C |
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14. |
Describe
the linear transformer and ideal transformer concepts and apply to model
transformer behavior and analyze circuits involving transformers. B,C,E |
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15. |
Appraise
the methods of analysis for one-port networks. B,C,E |
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16. |
Appraise
methods of analysis for two-port networks. B,C,E |
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17. |
Define
admittance, impedance, and hybrid parameters and use them in simplifying and
systematizing linear two-port network analysis. B,C,E |
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18. |
Describe
two-port networks and their use as equivalent circuits for electronic devices
to facilitate circuit analysis. B,C,E |
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19. |
Define
the trigonometric form of the Fourier series and defend the use of symmetry.
F |
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20. |
Use
the Fourier series as a tool for finding the complete response of circuits to
periodic forcing functions. B,C,F |
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21. |
Determine
the complex form of the Fourier series for a periodic function and appreciate
its conciseness in circuit analysis. A,F |
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*Letters
after performance expectations reference the course objectives listed above. |
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V. Evaluation: |
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A.
Testing Procedures: |
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The evaluation in the
classroom will be determined by a combination of chapter tests, homework, and
a final exam. The percentage that each of these factors count and the
frequency of tests and homework is left to the discretion of the instructor,
but the following is offered as a guide: Chapter Tests: 60% Homework and Quizzes 10% Lab 10% Final Exam 20%
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B.
Laboratory Expectations: |
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The laboratories for all EET courses are an
essential part of conveying the concepts to the student. Week Lab Exercise 1 Introduction to Laboratory
Equipment: Mesh Analysis and Thevenin’s
Theorem 2 Transient response
of an RC circuit 3 AC Circuits 4 AC Phasor
circuit analysis 5 Polyphase
Circuits 6 Computer Usage 7 Magnetic Circuits 8 Computer usage 9 Response of an RLC circuit 10 Tuned circuits 11 Frequency response of RC circuits 12 Computer usage 13 Admittance parameters 14 Computer
usage
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C.
Field Work: Computer Usage |
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Students are assigned specific problems to be
solved using Multi-Sim on PCs available in the EET department labs or open
labs. |
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D.
Grading Scale: |
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93
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100
A |
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VI. Policies: |
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A.
Attendance Policy: |
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B.
Academic Misconduct: |
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Academic
misconduct committed either directly or indirectly by an individual or group
is subject to disciplinary action. Prohibited activities include but are not
limited to the following practices: Cheating, including but not limited to
unauthorized assistance from material, people, or devices when taking a test,
quiz, or examination; writing papers or reports; solving problems; or
completing academic assignments. In addition to other possible disciplinary
sanctions that may be imposed as a result of academic misconduct, the
instructor has the authority to assign either (1) an F or zero for the
assignment or (2) an F for the course. |
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C.
Accommodations for Disabilities: |
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If
you need accommodations because of a disability, if you have emergency
medical information to share, or if you need special arrangements in case the
building must be evacuated, please inform the instructor immediately. Please
see the instructor privately after class or in his/her office. Students must
present a current accommodation plan from a staff member in Services for
Students with Disabilities (SSWD) in order to receive accommodations in this
course. Services for Students with Disabilities may be contacted by going to Goins 127 or 131 or by phone: 694-6751(Voice/TTY) or
539-7153. |
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Posted: March 23,
2007