Differential Equations

Learning Outcomes

At the end of this course, students will be able to: Describe differential equations applications as science and technology support specifically in civil engineering field; Create applications, analysis and synthesis relating to differential equations; Explain about the basic concept of differential equations and its applications specifically in engineering, physics and computer; Explain about differential equations that consists of : Separable differential equations, homogeneous differential equations, exact differential equations, first order linear differential equations, Bernoulli Differential Equations, Homogeneous n degree differential equations

Topics

1. First order degree separable differential equations
2. Non-homogeneous differential equations that able to be homogenized
3. First-order degree exact differential equations
4. Non exact differential equations that able to be exacted
5. First-order degree linear differential equations
6. First-order degree Bernoulli Differential Equation
7. n order-first degree homogeneous differential equations
8. n order-first degree non-homogeneous differential equations
9. High order Euler – Cauchy differential equations
10. First order n degree Clairaut’s differential equations
11. Simultaneous differential equations.