Lectures Time: Tue Th 7:00 p.m. - 8:20 p.m. Location: 312 RH, 148a NH
This course will develop your ability to see and formulate an engineering problem, write an adequate equation, apply a right solution method. Area of problems will cover mechanical, electrical, optical and, may be, social engineering (rate equations). No specific software will be targeted, after this course you should be able to apply the appropriate solution method to any software environment. Nevertheless, I will target three type of software environment: Mathematica (MatLab), PSpice, LabView (we will have a couple of examples of C, to do program blocks for Labview).
Important Announcements!
NO CLASS TUESDAY 10th.!!!!
EXAM 2 Scores available during TA office hours, only Wednesday 11th.
Final Exam (Thurs. May 12, 8:15-10:45 p.m.) will start in 312RH 8:15-9:30 then will continue in 148A 9:45PM -10:45PM
Final Exam will consist of 4- 5 problems. Pspice link to Pr. Dillon Pspice Tutorial
MATLAB useful links:
- MATLAB tutorial for beginners
- A practical introduction to MATLAB
Students are responsible for checking the class
website for updated information and course materials:
Instructor
Office : Room 509 NH or 255NH
Office
hours :
E-mail
: nikolais@uta.edu
Web
: http://www-ee.uta.edu/eedept/faculty/stelmakh.htm
GTA Grader: Eduardo Perez
OFFICE
HOURS: Monday:
OFFICE: ENGINEERING OFFICE BUILDING - EAST, RM 107
EMAIL: eduardo.perez@uta.edu
There is no required
textbook.
Recommended readings are:
Class Materials:
Project topics
Fan Ryan: Maxwell Equations in vector form
Osamu Aimono: Inductance-Capacitance-Resistance
differential equation
Hightower Grant: Numerical Integration:
Euler, Runge-Kutta, Simpson's methods. Famous Integrals
Martinez Marco: Useful formulas of
Electrical Engineering: Triginometric Indentities, General Laws: Coulomb,
Lorentz, etc., Practical formulas: wire resistance, capacitance,
inductance, mutual inductance, etc.
Mclsaac Eric: Kirchhoff rules,
analytical node and mesh analysis
Miller Bret :Statistics: Converting data
from Excel to
Olmos Juan: Fourier
Analysis
Onuzo Chinemezu Ikenna: Jones Matrix
Formalism of Electro-Magnetic wave
Renteria Christian: Reflection Refraction of Electro-Magnetic wave on Dielectric Interface
Atif J. Paracha: Wave
Equation 1-D, 3-D ,Spherical, Cylindrical and Cartesian systems of coordinates
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Lecture notes |
L1, L2, L3, L4, L5, L6, L7, L8, L9, L10, L11, L12, L14, PsL1, PsL2, PsL3, PsL4, PsL5, PsL6, MATLAB, LvL1, LvL2, LvL3, LvL4 |
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Homework |
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Homework Solutions |
HWS1,
HWS2, HWS3.1, HWS4, HWS5, HWS6, HWS7, HWS8, HWS9, HWS10 |
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Quizzes |
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1st Exam |
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2nd Exam |
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Support Materials |
Grading Criteria:
Course organization: Lectures, Homeworks, Quizzes, Exam I, Exam II, Final Exam, Project
Grading policy: Relative weight of individual results in a final grade: HWs 10%, Quizzes 10% Exam I 20%, Exam II 20%, Final Exam 20%, Project 20%. Percentage for grades: F: 0% - 49%, D: 50% - 60%, C: 61% - 70%, B: 71% - 85%, A: 86% - 100%. Due date for HWs is Thursday 7:00PM. Late homework will be accepted, but 25% will be deducted for each class period the assignment is late!