The Final Examination Comprises Examination On The Theoretical Aspects As Well As On The Practical Applications. The Least Squares Approximation, Divided Differences, Polynomial Interpolation, Nimerical Integration, Solution of Ordinary Equations. Equations Characteristic to Civil Engineering. Linear And Non-linear Equations. Finite Difference Approximations To Derivative. Solution of Eliptic, Parabolic and Hyperbolic Partial Differential Equations. Types of Boundary Conditions. The Explicit, The Implicit and The Crank-nicolsson Method For Parabolic Equations. The Adi Method. Stability Conditions. Treatment of Inhomogeneous Media. Methods of Solution Of Linear Algebraic Equation System, Gauss-jordan, Jacobi. Convergence of The Iterative Methods. Sparce Matrices. Ill-conditioned Systems. Scaling of Matrix Coefficients. Solving Equations Characteristic to The Different Areas Of Civil Engineering.

Faculty: Civil and Environmental Engineering
|Undergraduate Studies

Pre-required courses

(104004 - Differential and Integral Calculus 2 and 104131 - Ordinary Differential Equations/h and 234128 - Introduction to Computing With Python) or (104022 - Differential and Integral Calculus 2m and 104131 - Ordinary Differential Equations/h and 234128 - Introduction to Computing With Python) or (104044 - Differential and Integral Calculus 2m2 and 104131 - Ordinary Differential Equations/h and 234128 - Introduction to Computing With Python)


Course with no extra credit

54374 - Process Analysis Using Numerical Methods


Semestrial Information