Learn the core programming and mathematical concepts required to build simple simulations of physical systems, suitable for aspiring engineers and modelers.
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Computational modeling is essential for solving complex problems in engineering and science, but translating real-world physics into efficient code can be daunting. This course provides a solid foundation in computational simulation, teaching you how to define physical systems and apply numerical methods to predict their behavior. You will gain the skills necessary to analyze, structure, and execute basic dynamic models using foundational programming techniques.
What you'll learn:
* Understand the fundamental principles of discrete time simulation and numerical integration methods.
* Learn how to structure simulation code using foundational software engineering practices for clarity and maintenance.
* Apply mathematical concepts, including vectors and basic linear algebra, to represent physical states, forces, and motion.
* Practice handling and analyzing large sets of simulation output data efficiently using modern vectorized programming techniques.
* Configure and model the time-dependent behavior of simple physical bodies and systems.
The course begins with essential programming concepts and the mathematical foundations required for modeling, then progresses through building and refining simple simulation loops and analyzing the results through written exercises. This course is designed for absolute beginners interested in computational science, engineering modeling, or physics simulation, requiring no prior programming or advanced math knowledge. Start building your first computational models today.
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