| Code |
Course Name |
Language |
Type |
| FIZ 362E |
Mathematical Methods in Physics II |
English |
Compulsory /
Elective |
| Local Credits |
ECTS |
Theoretical |
Tutorial |
Laboratory |
| 4 |
4 |
3 |
2 |
0 |
| Course Prerequisites and Class Restriction |
| Prerequisites |
FIZ 321E MIN DD
or FIZ 321 MIN DD
or FIZ 323 MIN DD
|
| Class Restriction |
None |
| Course Description |
| Special functions, hypergeometric and confluent hyper geometric functions; partial differential
equations, general knowledge, method of characteristics, separation of variables method,
Laplace, Helmholtz, wave and diffusion equations; Green’s function method for Sturm-Liouville
type problems, solving inhomogeneous Laplace, Helmholtz, wave and diffusion equations using
the Greens Function method; İntegral transforms, Fourier transform and momentum
representation, convolution theorem, Laplace transform; calculus of variations, Euler–Lagrange
equation, Lagrange multipliers, variation subject to constraints |
|
