| 1 | To explain the concept of Partial Differential Equations for first and second order and higher orders |
| 2 | General classification of Partial Diffrential Equations ( PDEs) |
| 3 | Brief theoretical explanation for how to obtain PDEs |
| 4 | To explain the concept of first order linear PDEs |
| 5 | To explain the concept of first order quasi-linear PDEs |
| 6 | To explain second order linear contant coefficient PDEs |
| 7 | To introduce Fourier Series and Fouries coefficents concepts and how to use these knowledge in PDEs |
| 8 | Fourier Cosine and Fourier Sine serries expansion of any function and their usage in solution of PDEs |
| 9 | Mathematical modelling of some of well known PDEs |
| 10 | to explain and elaborate on vibrating string |
| 11 | Wave propagation in elastic media |
| 12 | Heat conduction in solids |
| 13 | Classification of second order PDEs |
| 14 | Obtaining and usage of canonical forms |