CEE 117 Numerical Methods in CEE
Course Handouts in PDF
Disclaimer: Students are expected to keep their own notes. The handouts highlight the lecture content and are by NO MEANS a complete set. The instructor reserves the right to make changes that may not be reflected in the handouts below, it is the students' responsibility to keep a complete and current set of notes for each lecture.
Class Lectures| No. | Description | File |
|---|---|---|
| 1 | Matlab and Modeling Lecture 1a-Introduction to Matlab Preimilnaries (READ Chapter 2) Lecture 1b, Input/Output (READ Chapter 3) Lecture 1c, Functions Lecture 1d, Errors (READ Chapter 4) Lecture 1e, Taylor Series Lecture 1f, Add. Derivatives/Differentials (read) Lecture 1g, Intro. to Modeling (read) | Lecture 1a Lecture 1b Lecture 1c Lecture 1d Lecture 1e Lecture 1f Lecture 1g |
| 2 | Root Finding: Lecture 2a-Bracketing Methods (READ Chapter 5) Lecture 2b-Open Methods (READ Chapter 6) | Lecture 2a Lecture 2b |
| 3 | System of Linear Equations: Lecture 3a - Introduction (Read Chapter 8) Lecture 3b-Gauss Elimination (READ Chapter 9) Lecture 3c-LU Decomposition (READ Chapter 10) Lecture 3d-Matrix Invertability, Norm & Condition (READ Ch 11) Lecture 3e-Iterative Methods-Linear Systems (READ Chapter 12) Lecture 3f-Iterative Methods-Non-linear Systems Lecture 3g-Eigen Analysis (READ Chapter 13) | Lecture 3a Lecture 3b Lecture 3c Lecture 3d Lecture 3e Lecture 3f Lecture 3g |
| 4 | Curve Fitting a. Linear Least Squares (READ Ch 14) b. Gen. Lin. LS & NonLin. Reg. (READ Ch 15) c. Interpolation: Polynomials and Splines (READ Ch 17 & 18) | Lecture 4a Lecture 4b Lecture 4c |
| 5 | Integration:(READ Ch 19 & 20) Trapezoid, Simpson's & Gauss Quadrature | Lecture 5 |
| 6 | Differential Equations |