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Differential Equations (Spring 2013 微分方程 )

Differential Equations (Spring 2013 微分方程 ). Course Information. Instructor: Chia-Hung Yeh ( 葉家宏 ) Time Thur. 1:10 pm~4:00 pm Place F6019( 教室異動 ) Instructor’s E-mail yeh@mail.ee.nsysu.edu.tw. Course Information. Instructor’s website http://140.117.156.238/course.htm Phone

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Differential Equations (Spring 2013 微分方程 )

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  1. Differential Equations (Spring 2013 微分方程)

  2. Course Information • Instructor: Chia-Hung Yeh (葉家宏) • Time • Thur. 1:10 pm~4:00 pm • Place • F6019(教室異動) • Instructor’s E-mail • yeh@mail.ee.nsysu.edu.tw

  3. Course Information • Instructor’s website • http://140.117.156.238/course.htm • Phone • 07-5252000 Ext. 4112 • Office Hours • Tue. 2:00 pm~4:00 pm • Fri. 2:00 pm~4:00 pm

  4. Course Information • Text book: • Dennis G. Zill and Michael R. Cullen (2009), Differential Equations with Boundary-value Problems 7th, Brooks/Cole. •  Reference book: • James R. Brannan and William E. Boyce (2007), Differential Equations, John Wiley & Sons, Inc. • C. Henry Edwards and David E. Penny, Elementary Differential Equations withBoundary-value Problems 6th, Pearson Education.

  5. Course Information • TA • 曾宗益 m003010092@student.nsysu.edu.tw • 黃志傑 m013010095@student.nsysu.edu.tw • 宋玉嫺 m013010170@student.nsysu.edu.tw • 葉政豪 m003010048@student.nsysu.edu.tw • Lab • 8021a Tel: 4166 • TA Hours • Mon. 7:30 pm~9:00 pm • Thur. 7:30 pm~9:00 pm

  6. Course Objective • The purpose is to enable the students to study and solve a number of simple problems in ordinary/partial differential equations originating in engineering, medicine or physics by using tools from Calculus

  7. What is Course about? • The principle of ordinary differential equation • The principle of second and high order ordinary differential equation • Laplace transform • Series solution of differential equations • Development of thinking and calculating abilities

  8. Course Grading • Attendance and participation (10%) • Quiz (20%) • Assignments (20%) • Mid-term exam (20%) • Final exam (30%)

  9. Course Syllabus • Week 1(2/21) - Course introduction: Goals and Requirements • Week 2(2/28) - 和平紀念日 • Week 3(3/07)-Introduction • Week 4(3/14) - First-order differential equations and modeling with first-order differential equations • Week 5(3/21) - Higher-order differential equations(1/2) • Week 6(3/28) - Higher-order differential equations(2/2) • Week 7(4/04)- 兒童節與民族掃墓節

  10. Course Syllabus • Week 8(4/11) - Modeling with higher-order differential equations and series solutions of linear equations • Week 9(4/18) - The Laplace transform (1/2) • Week 10(4/25) - Mid-term exam • Week 11(5/02) - The Laplace transform (2/2) • Week 12(5/09) - System of linear first-order differential equations (1/2) • Week 13(5/16) - System of linear first-order differential equations (2/2)

  11. Course Syllabus • Week 14(5/23) - Numerical solutions of ordinary differential equations and plane autonomous systems • Week 15(5/30) - Orthogonal functions and Fourier series (1/2) • Week 16(6/06) - Orthogonal functions and Fourier series (2/2) • Week 17(6/13) - Boundary-value problems in rectangular coordinates • Week 18(6/20) - Final exam

  12. Suggestions • Review the concept of the calculus • Definition of derivative • Rules of differentiation • Chain rule and implicit differentiation • Derivatives of exponential and logarithmic functions • Derivatives of trigonometric functions

  13. 近四年微分方程總成績分佈圖 　　總平均：73.62 不及格平均：39.64 　　總平均：72.48 不及格平均：42.80 　　總平均：69.61 不及格平均：41.95 　　總平均：66.70 不及格平均：32.46

  14. 近四年微分方程及格比率 　及格人數：67 不及格人數：11 　及格人數：65 不及格人數：10 　及格人數：65 不及格人數：11 　及格人數：64 不及格人數：13

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