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ENGINEERING FACULTY / ELECTRICAL - ELECTRONICS ENGINEERING / EEM2002 - ENGINEERING MATHEMATICS
GENERAL INFORMATION ABOUT THE COURSE
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Course Objective
The aim of this course is to teach students the basic mathematical methods used to model and analyze engineering systems. The course includes Laplace and inverse Laplace transforms, Fourier series, state-space representations, and complex function analysis. Students will learn the role of these techniques in engineering applications and will be prepared for upper–level courses such as automatic control and signals and systems.
Brief Content of the Course
Laplace and inverse Laplace transforms and engineering applications; Fourier series and representation of periodic signals; state–space models of linear time–invariant systems and their solutions; complex numbers, analytic functions, derivatives and integrals of complex functions, Cauchy’s theorem and basic engineering applications.
Prerequisites
None.
Course Objectives
Course Objectives
1
To enable students to solve linear differential equations using Laplace and inverse Laplace transforms.
2
To enable students to compute Fourier series coefficients of periodic functions.
3
To enable students to form state–space models of linear systems and analyze their solutions.
4
To enable students to apply derivative and integral operations to complex functions.
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Mathematics and Basic Sciences
Basic Vocational Courses