NCHU Course Outline
Course Name (中) 工程數學(一)(2298)
(Eng.) Engineering Mathematics (I)
Offering Dept Department of Mechanical Engineering
Course Type Required Credits 3 Teacher 戴慶良
Department Department of Mechanical Engineering/Undergraduate Language English Semester 2024-FALL
Course Description To establish the essential foundation of engineering mathematics for engineering students. After completing this course, students should be familiar with the solution methods for ordinary differential equations, systems of ordinary differential equations, series solutions of differential equations, and the Laplace transformation and its applications.
Prerequisites 微積分,微積分(一),微積分(二) self-directed learning in the course Y
Relevance of Course Objectives and Core Learning Outcomes(%) Teaching and Assessment Methods for Course Objectives
Course Objectives Competency Indicators Ratio(%) Teaching Methods Assessment Methods
Teaching students to have the skills to work with ordinary differential equations, Laplace transforms, series solutions, and matrix operations and applications.

1.The ability to apply the knowledge of math, science, and mechanical engineering.
4.The ability humanities awareness and a knowledge of contemporary issues, and to understand the impact of science and engineering technologies, environmental, societal, and global context.
5.The ability of continuing study and self-learning.
45
10
45
Lecturing
Discussion
Quiz
Assignment
Course Content and Homework/Schedule/Tests Schedule
Week Course Content
Week 1 Introduction to differential equations
Week 2 First-order differential equations
Week 3 First-order differential equations.
Week 4 First-order differential equations.1st exam.
Week 5 Higher-order differential equations
Week 6 Higher-order differential equations
Week 7 Higher-order differential equations.
Week 8 Higher-order differential equations. 2nd exam.
Week 9 Laplace Transform
Week 10 Laplace Transform
Week 11 Laplace Transform.
Week 12 Laplace Transform. 3rd exam.
Week 13 Series Solution of linear equation.
Week 14 Series Solution of linear equation
Week 15 Matrices.
Week 16 Matrices. Final exam.
Week 17 Self-learning. Engaging in the study and self-practice of engineering mathematics exercises.
Week 18 Self-learning. Engaging in the study and self-practice of engineering mathematics exercises, along with submitting self-practice homework.
Evaluation
(1) 1st exam 20%.
(2) 2nd exam 20%.
(3) 3rd exam 20%
(4) Final exam 20%.
(5) Homework and self-learning 20%.
Textbook & other References
Textbook: D.G. Zill and M.R. Cullen, Advanced Engineering Mathematics, 7th edition,
Jones and Bartlett Publishers, 2021.(滄海書局代理)
Reference books: Advanced Engineering Mathematics, Erwin Kreyszig,9th Edition, John Wiley &
Sons, Inc., 歐亞書局
Advanced Engineering Mathematics, Peter O’Neil, 8th Edition, Thomson, 華泰文化
Teaching Aids & Teacher's Website
Textbook
iLearning 數位教學平台
Office Hours
AM 10:00-12:00 on Wednesday

Sustainable Development Goals, SDGs
include experience courses:N
Please respect the intellectual property rights and use the materials legally.Please repsect gender equality.
Update Date, year/month/day:2024/07/26 17:35:38 Printed Date, year/month/day:2024 / 10 / 13
The second-hand book website:http://www.myub.com.tw/