This course provides the student with a basic knowledge of various numerical methods for solving linear and nonlinear equations. This include solution of linear and non-linear equations, numerical differentiation, numerical integration, Taylor and MaClaurain Theorems, Euler and Modified Euler Methods, Runge Kutta, newmark methods, predictor- corrector methods, solutions of initial value problems (ODE and PDE), solutions of boundary value problems (ODE and PDE), finite element method for ODE, curve fitting, interpolation. eigen value and eigen values with the application in structural dynamic analysis. fourier transforms and filtering
Course ID: CCE 6001
| Credit hours | Theory | Practical | Laboratory | Lecture | Studio | Contact hours | Pre-requisite | 4 | - | - |
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