Numerical Methods
in Physics & Astrophysics
Numerical Methods
in Physics & Astrophysics
2018-9
Course Description
This introductory course in numerical analysis covers a wide range of methods and applications in physics and astrophysics.
The first lectures deal with introductory problems, such as solutions of nonlinear equations, stability and convergence and continue with the exact or approximate solutions of linear and non-linear systems of equations.
Considerable time is spend in the numerical solutions of ordinary differential equations, and their applications.
Finally, theoretical and numerical methods for the solution of partial differential equations are discussed in detail.
Special lectures on Finite Element method are delivered by Dr. E. Gaertig.
The course is accompanied with laboratory work. In the labs the students learn to program in C (or C++), python, Matlab, and they write their own routines to solve problems related to the theoretical part of the course.
Teaching/exercise hours
Theory : Tuesday 13:15-15:00 [VB N3]
Exercises : Friday 12:15-14:00 [C10 H33]
Student hours
Tuesday : 15:00 - 16:00
Wednesday : 15:00 - 16:00
Lecture Notes
9.Finite Elements Method (by Erich Gaertig)
10.Finite Element Methods (old)
11. Introduction to PDEs (theory)
The GATech version (Pablo Laguna)