Available courses

This course aims to emphasize the importance of modeling in mechatronics, as it allows engineers to represent systems mathematically, simulate their behavior, and predict how various components will interact. By creating accurate models, engineers can analyze system performance, identify potential issues early, and optimize the design before building physical prototypes. This approach not only reduces development time and costs but also enhances the reliability and efficiency of mechatronic systems in industries such as robotics, automotive, aerospace, and manufacturing.

This course offers an in-depth exploration of differential equations and multivariable calculus, focusing on their applications in physics, engineering, and other applied fields. Students will begin with a solid foundation in ordinary differential equations (ODEs) and methods of solving them. The course will also cover key topics in multivariable calculus, such as the chain rule, total differentiation, gradient, functions of two or higher variables, and divergence, which are essential for modeling and solving real-world problems involving multiple variables and vector fields.


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