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KE17103 KALKULUS PELBAGAI PEMBOLEHUBAH [1-2023/2024]
This course covers vector analysis and multivariable calculus. Topics include vectors, Dot product and Cross product, vector-valued functions in planar and space curves, line and plane in space, projectile motion, polar coordinates and curves, Tangential, Normal, and Binormal (TNB), partial derivatives and chain rule of multiple variables, directional derivatives and estimation, extreme values and Lagrange multiplier, double and triple integrals, integration in vector fields and flux. As its name suggests, multivariable calculus is the extension of calculus to more than one variable. In multivariable calculus, functions of two or more independent variables are involved. One key difference is that more variables means more geometric dimensions. This makes visualization of graphs both harder and more rewarding and useful. For example, in electricity and magnetism, the magnetic and electric fields are functions of the three space variables and one time variable. By the end of the course, student should know how to differentiate and integrate functions of several variables.
KE17203 PERSAMAAN PEMBEZAAN [2-2023/2024]
This course is one of the fundamental courses for an electrical and electronics engineering student. It begins with the definition and terminology of the differential equations. Various approaches such as Direct Integration, Separable Variable, Linear Integrating Factor, Nonlinear Integrating Factor and Substitution methods are introduced to solve the linear and nonlinear first order ordinary differential equations. The students learn about modeling the systems of differential equations using fundamental knowledge of science and physics. Then with the various approaches, the students are able to formulate and solve the engineering problems with initial value conditions. Next, homogeneous and non-homogeneous higher order ordinary differential equations are solved using approaches such as Complementary Functions and Particular Integral, Superposition, Reduction Order, Variation of Parameters, D-operator, Euler-Cauchy, Laplace Transform. Linear Equations and Inverse Matrices as well as Eigenvalues and Eigenvectors are studied. Homogenous and non-homogeneous first order linear systems can be solved using Undetermined Coefficients and Variation of Parameters approaches. MATLAB M-file programming and SIMULINK block diagram will be studied as a tool to demonstrate the differential equations can be solved with the various approaches mentioned above.
![KE17503 PENGATURCARAAN KEJURUTERAAN [1-2023/2024]](https://itel.ums.edu.my/pluginfile.php/407723/course/overviewfiles/CE.png)
KE17503 PENGATURCARAAN KEJURUTERAAN [1-2023/2024]
A technical introduction to the fundamentals of structured programming with an emphasis on producing clear, robust, and reasonably efficient code using top-down design, problem analysis, development of algorithm and effective testing and debugging. Starting from first principles, we will cover a large subset of C programming including: data types and expression evaluation; programmer-defined functions including passing parameters by value and by address; selection and repetition; arrays; pointers. This class will also enable you to begin writing embedded C language firmware for microcontrollers. At the end of the class, you will have the opportunity to apply your knowledge to programme a microcontroller to perform basic input and output functionality and control.
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Universiti Malaysia Sabah, Jalan UMS, 88400 Kota Kinabalu, Sabah, MALAYSIA