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Sep 24, 2023
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ENES 240 - Scientific and Engineering Computation Elementary numerical analysis. Roots of equations. Systems of linear equations: Gaussian elimination, matrix diagonalization and inversion, iterative methods. Interpolation and curve fitting. Numerical integration. Differential equations. Example problems in the context of engineering applications are solved using a variety of software tools, including structured programming and high-level computational packages such as Matlab. PREREQUISITE(S): Completion of one semester of calculus. COREQUISITE(S): MATH 182 or higher. Two hours lecture, two hours laboratory each week. Formerly ES 240.
3 semester hours
Course Outcomes: Upon course completion, a student will be able to:
- Demonstrate understanding of advantage and limitation of numerical methods.
- Enhance programming skills using MATLAB environment to implement algorithms.
- Demonstrate understanding of different numerical techniques and how to apply them to solve non-linear equations and a set of linear equations.
- Apply least square regression for polynomial and function fit for a given data set.
- Imply numerical differentiation and integration to engineering problems.
- Use numerical techniques to solve non-linear differential equations.
- Use MATLAB as a tool for solving more complicated problems in science and engineering.
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