Course title
微分方程式Ⅰ   [Differential Equation Ⅰ]
Course category technology speciality courses,ets.  Requirement   Credit 2 
Department   Year 24  Semester Spring 
Course type Spring  Course code 022302
Instructor(s)
堀口 直之   [HORIGUCHI Naoyuki]
Facility affiliation Graduate School of Engineering Office   Email address

Course description
In this course, we will learn solutions of ordinary differential equations, operational calculus and Laplace transform.
Expected Learning
・To be able to solve basic ordinary differential equations.
・To be able to solve linear constant-coefficient differential equations by using operational calculus.
・To understand solutions of differential equations by using Laplace transform.
Course schedule
1. Definition of differential equations
2. Separation of variables
3. Homogeneous equations
4. First order linear differential equations
5. Exact differential equations
6. Differential operator
7. Homogeneous linear constant-coefficient differential equations
8. Midterm exam
9. Properties of operational calculus
10. Inhomogeneous linear constant-coefficient differential equations
11. Difference-differential equations
12. Various differential equations
13. Definition and properties of Laplace transform
14. Solutions of differential equations by using Laplace transform
15. Final exam
Prerequisites
Required Text(s) and Materials
References
Assessment/Grading
Midterm exam 50%, final exam 50%
Message from instructor(s)
Course keywords
Office hours
Remarks 1
Remarks 2
Related URL
Lecture Language
Language Subject
Last update
8/6/2018 4:14:05 PM