Course Title
Computational Methods
授業科目名
Course Category
授業科目区分
Students Admitted
授業対象学生
Mechanical Engineering International Program Subject
Third Year, Mechanical Engineering Course Students
Course Code
授業科目コード
Course Description
講義題目
Course Type and Schedule
授業方法及び開講学期
Credits
単位数
Instructor
担当教員名
Prerequisite
履修条件
Course Outline
授業の概要
Regular Lectures, Spring Semester, Wednesday, Second Period
2
Prof. Kazuo Kiguchi (3236, kiguchi@mech.kyushu-u.ac.jp)
This course is offered only for those required to take the course.
Computational methods to solve linear and non-linear equations, to
approximate
linear
systems,
to
calculate
integration
and
differentiation, and also calculate eigenvalues and eigenvectors of
matrices are explained in the course.
General Course Objectives
全体の教育目標
The students will learn basic numerical calculation methods required
for engineers.
Specific Course Objectives
The students understand methods to solve linear and non-linear
個別の学習目標
equations, to approximate linear systems, to calculate integration
and differentiation, and also calculate eigenvalues and eigenvectors
of matrices.
Course Plan
1. Introduction, 2. Linear Equations (1), 3. Linear Equations (2), 4.
Non-linear Equations, 5. Iterative Methods for Linear Systems (1), 6.
授業科目区分
Iterative Methods for Linear Systems (2), 7. Linear Approximation
(1), 8. Linear Approximation (2), 9. Midterm Examination 10.
Numerical Integration, 11. Numerical Differentiation (1), 12.
Numerical Differentiation (2), 13. Eigenvalues and Eigenvectors of
Matrices (1), 14. Eigenvalues and Eigenvectors of Matrices (2), 15.
Summary
Keywords
キーワード
Method of Instruction
Equations,
Matrix,
Approximation,
Numerical
Integration,
Numerical Differentiation, Eigenvalues
The lecture will be conducted using an original text if needed.
授業の進め方
Text and References
教科書及び参考図書
Office Hours
学習相談
G. Engeln-Mullges and F. Uhlig, “Numerical Algorithms with C”,
Springer.
Any time at instructor’s room. It is preferred to make an appointment by
e-mail.
Grading
Participation and behavior in the class (10 points), midterm exam (30
試験・成績評価の方法
points), and final exam (60 points) are evaluated. The score of 60 points or
higher will pass. Attendance at least two thirds of the course is required for
the credits.
Notes
その他