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Course Code: 
CHBE386
Course Period: 
Spring
Course Type: 
Core
Theoric: 
2
Practice: 
2
Credits: 
3
ECTS: 
6
Prerequisite Courses: 
Course Language: 
English
Courses given by: 
Course Objectives: 
The aim of this course is to provide students with knowledge and abilities to model the chemical engineering problems, to develop related differential equations for deriving the design equations
Course Content: 

Mathematical models for chemical engineering processes will be developed by using the fundamental laws: conservation of mass, energy and momentum. The steady/unsteady-state lumped models will be constructed and solved. The numerical techniques in solving linear/nonlinear univariate/multivariate algebraic/differential equations, such as Gaussian Elimination, Newton-Raphson, bisection and Euler methods will be discussed. An introduction to the computer package MATLAB will be made, and MATLAB will be used extensively in the numerical analysis of the resulting equations.

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