Engineering Mathematics Iii
This course imparts students with knowledge & skills
in Laplace transforms, Fourier Transform, Calculus of Variations, Functions
of Complex Variable, Z-Transforms & Applications of Partial Differential
Equations; their applications to
Engineering fields and analysis using software packages.
To Consolidate and advance the material
covered in Engineering Mathematics II; Provide the mathematical tools needed in
other semesters' course units and Develop the analytical and critical thinking
abilities fundamental to problem solving in Engineering.
By the end of this
course, the student should be able to:
Understand the concept of Laplace
Transforms, differential and integral
equations, Fourier series and transforms Z-transform.
Acquire knowledge of
Understand the solution to partial
Get exposed to the application of MATLAB in
solving engineering problems
A student on
completing this course is expected to:
§ Solve partial differential equations using Laplace
§ Apply Fourier series and Fourier transform in solving
§ State properties of Laplace transform and it’s inverse.
§ Compute limits and partial derivatives of functions of
§ Apply change of variables in solving problems.
§ Use analytic
functions and their interesting properties.
conformal mappings with a few standard examples that have direct application.
the basics of complex integration and the concept of contour integration which
is important for evaluation of certain integrals encountered in practice.