Homogeneous linear D. E of second order
Book: Erwin Kreyzing , "Advanced Engineering Mathematics", John Wiley. (latest Ed)
Chapter 2: page 51-60
Course Material
- Introduction of differential equation(D. E), Separable equations
- Reducible to Separable form, Related problems
- Exact D. E, integrated factors
- , Linear first order differential equations, Bernoulli’s differential equation
- Families of curves, orthogonal trajectories and applications of differential equations of first order to relevant engineering systems.
- Homogeneous linear D. E of second order
- homogeneous equations with constant coefficients, the general solutions,
- Initial and boundary value problems, D- operator,
- Mid Term Exam
- Complementary functions and particular integrals
- complex and repeated roots of characteristics equations
- Cauchy equation
- Non-homogeneous linear equations
- Applications of higher order linear differential equations
- Ordinary and regular points and corresponding series solutions
- Sequence
- Series
- Final Exam
- Chapters 18
- Department Engineering Technology
- Teacher
Ms. Farhat Imtiaz
