The Department of Aeronautical and AutomobilecoretheorySem 3
ENGINEERING MATHEMATICS III
MAT 2121
Syllabus
- 01Gradient, divergence and curl
- 02Line, surface and volume integrals
- 03Green's, divergence and Stoke's theorems
- 04Fourier series of periodic functions
- 05Half range expansions
- 06Harmonic analysis
- 07Fourier integrals
- 08Sine and cosine integrals
- 09Fourier transform
- 10Sine and cosine transforms
- 11Partial differential equation- Basic concepts
- 12solutions of equations involving derivatives with respect to one variable only
- 13solutions by indicated transformations and separation of variables
- 14One-dimensional wave equation
- 15one dimensional heat equation and their solutions
- 16Numerical solutions of boundary valued problems
- 17Laplace and Poisson equations
- 18heat and wave equations by explicit methods
References
- Erwin Kreyszig: Advanced Engineering Mathematics, Wiley Eastern (1985)
- S.S.Sastry: Introductory Methods of Numerical Analysis, Prentice Hall (1990)
- B.S.Grewal: Higher Engg. Mathematics, edn., Khanna Publishers (1989)
- Murray R.Spiegel: Vector Analysis, Schaum Publishing Co (1959)
Credits Structure
2Lecture
1Tutorial
0Practical
3Total