EECS 2030-2

Brief

Engineering Mathematics in this class is to teach how to solve differential equations, which are models in many engineering problems. This post-calculus mathematics is needed and used by today's scientists and engineers. It will cover the following topics: 1. First order differential equations 2. Second order differential equations 3. Laplace transform 4. Series solutions for differential equations 5. Systems of differential equations 6. Fourier series

Description

Course keywords: Engineering problems, Differential equations, Laplace transform, Series solutions, Fourier series 一、課程說明(Course Description) Engineering Mathematics in this class is to teach how to solve differential equations, which are models in many engineering problems. This post-calculus mathematics is needed and used by today's scientists and engineers. It will cover the following topics: 1. First order differential equations 2. Second order differential equations 3. Laplace transform 4. Series solutions for differential equations 5. Systems of differential equations 6. Fourier series 二、指定用書(Text Books) Peter V. O'Neil, "Advanced Engineering Mathematics", 5th edition, Thomson Brooks/Cole. 三、參考書籍(References) 1. Erwin Kreyszig, "Advanced Engineering Mathematics", 8th edition, Wiley. 四、教學方式(Teaching Method) Lecture with white boarding writing 五、教學進度(Syllabus) 1. First order differential equations 2. Second order differential equations 3. Laplace transform 4. Series solutions for differential equations 5. Systems of differential equations 6. Fourier series 六、成績考核(Evaluation) Homework 0% Quizzes 20% Midterm I 20% Midterm II 25% Final exam 35% 七、可連結之網頁位址 http://nthucad.cs.nthu.edu.tw/~wcyao/ or iLMS

Prerequisites

Timetable

PTT Reviews

Remarks

本課程上150分鐘,其餘時間由教授視情況彈性運用。

Restrictions

資工系大學部,電機系大學部,電資院學士班大學部優先，第3次選課起開放全校修習

Compulsory

Elective

Cross Discipline

First Specialization

Second Specialization