Applied Numerical Methods for Chemical Engineers

Chemical engineering often involves complex problems that analytical solutions can't fully address. Numerical methods provide powerful tools to tackle these challenges, offering practical solutions for process analysis and design. This course will equip you with the fundamental principles and practical skills to apply key numerical techniques, enabling you to confidently solve real-world chemical engineering problems. What you'll learn: Understand the core concepts of numerical methods and their relevance in chemical engineering. Apply various numerical techniques to solve systems of linear and non-linear equations. Practice numerical differentiation and integration for engineering calculations. Analyze and solve ordinary differential equations commonly found in chemical reaction kinetics and transport phenomena. Evaluate the accuracy, stability, and convergence of numerical algorithms, understanding potential sources of error. Formulate and approach complex chemical engineering problems using a computational thinking mindset. The course begins with foundational concepts and progresses through essential methods for solving equations, performing calculus, and tackling differential equations, all within a chemical engineering context. This course is designed for aspiring and current chemical engineers, students, and anyone new to numerical methods who wants to apply them to engineering problems. No prior experience with numerical methods is required. Begin your journey to mastering numerical problem-solving in chemical engineering today.