Unit Code: MTH518

Unit Name: Mathematics for Engineers II

Description: Engineers are responsible for designing, modelling and analyzing solutions to physical problems from the world around us. Mathematics provides the crucial framework by which we carry out this process. This is the second of three courses designed to develop the core mathematical theory necessary for this modelling and solution process. In this course students focus on linear algebra, ordinary differential equations, Laplace transforms, and complex numbers. Critical applications of this theory to the student\'s area of engineering specialization are also introduced and students will learn how to model basic physical phenomena mathematically.

Learning Target Outcomes: On successful completion of this course, you should be able to complete the following: 1. Apply knowledge of linear algebra, ordinary differential equations, Laplace transforms and complex numbers to solve basic problems in the field of engineering. (WA1 Engineering knowledge) 2. Develop an understanding of how qualitative descriptions of physical engineering problems may be modelled mathematically, starting from first principles and applying justifiable assumptions. (WA2 - IoA 3 Problem analysis) 3. Demonstrate an understanding of the geometrical and physical interpretations of the mathematical theory taught in the course by selecting and applying suitable techniques from the theory to solve physical problems. (WA2 - IoA 4 Problem analysis) 4. Apply MATLAB to implement the mathematical techniques taught in the course, solve problems computationally and to investigate the conclusions and limitations of these solutions to evaluate the suitability of a given mathematical model. (WA5 – IoA 2 Modern tool usage)

Prerequisite: MTH517

Prerequisite Sentence: Minimum Entry Requirement of the programme

Credit Point: 15

Offered In: Semester 2