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COURSE INFORMATION FOR CURRENT SEMESTER/TERM

Teaching Schedule

References/Teaching Materials/
Week Lecture/Tutorial/Assignment Topic Equipment

Ordinary Differential Equations (ODE)
First and higher order equation
1 Main Ref. and Course Notes
Separable variables and combined integrations
Homogeneous equation and linear equation

Ordinary Differential Equations (ODE)
2 Linear equations of higher order Main Ref. and Course Notes
Operators and complementary functions
Particular integrals and Euler equations

3 Ordinary Differential Equations (ODE) – Applications Main Ref. and Course Notes

4 Partial Differential Equations (PDE) – Partial derivatives Main Ref. and Course Notes

5 Linear Partial Differential Equations Main Ref. and Course Notes

6 Partial Differential Equations (PDE) – Applications Main Ref. and Course Notes

7 Laplace Transformation (LT) – Concepts Main Ref. and Course Notes

8 Laplace Transformation – LT as ODE and PDE solver Main Ref. and Course Notes

9 Laplace Transformation – LT in engineering applications Main Ref. and Course Notes

Fourier series and transformation – Definition and formulas, Even and
10 Odd Functions Main Ref. and Course Notes

11 Fourier series and transformation – Half range series and applications Main Ref. and Course Notes

12 Statistics – Introduction and concepts Main Ref. and Course Notes

13 Statistics – Engineering applications Main Ref. and Course Notes
14 Statistics – Engineering applications Main Ref. and Course Notes

UM-PT01-PK03-BR004(BI)-S04