查詢教學大綱與進度

教學大綱與進度

課程基本資料：

學年期課號課程名稱階段學分時數修教師班級人撤備註

109-2 286318 工程最佳化與應用 1 3.0 3 ★ 黃秀英職車輛所 2 0 日車碩與職車輛所合開

學年期	課號	課程名稱	階段	學分	時數	修	教師	班級	人	撤	備註
109-2	286318	工程最佳化與應用	1	3.0	3	★	黃秀英	職車輛所	2	0	日車碩與職車輛所合開

教學大綱與進度：

教師姓名黃秀英　教師諮商時間(Office Hours)

Email hhwang@ntut.edu.tw

最後更新時間 2020-12-08 11:34:53

課程大綱工程最佳化方法導論,線性規劃法,非線性規劃法,多目標函數最佳化, 近代數學規劃法介紹，以及跨領域系統最佳設計。 (全英授課) The course introduces students about "Engineering Optimization Methods", "Linear Programming", "Nonlinear Programming", "Multi-objective Function Optimization", "Modern Mathematical Planning Methods", and "Cross-Attribute System Optimization.". (Taught in English)

課程進度 a. Week b. Topic 1 Syllabus and Introduction to Design (Ch1) 2 Optimum Design Problem Formulation (Ch2) 3 Optimum Design Problem Formulation (Ch2) 4 Graphical Optimization (Ch3) 5 Optimum Design Concepts (Ch4) 6 Optimum Design Concepts: Global & Lagrange Multipliers (Ch4) 7 Optimum Design Concepts: KKT (Ch5) 8 Linear Programming: Initial Basic Feasible Solution (Ch6) 9 Linear Programming (Ch6) Midterm Exam Define project. Report outline due next week. 10 Linear Programming: Duality (Ch7); Numerical Methods for Unconstrained Design (Ch8) 11 Numerical Methods for Unconstrained Design (Ch 8&9) 12 Numerical Methods for Unconstrained Design (Ch9) 13 Numerical Methods for Constrained Design (Ch10) 14 Numerical Methods for Constrained Design (Ch 10&11) 15 Numerical Methods for Constrained Design (Ch11) 16 Practical Design Optimization (Others) 17 Project Presentation 18 Class Review & Final Exam

評量方式與標準 1. Midterm Exam：20 % 2. Final Exam: 26% 3. Homework：24 % 4. Project written report (12%),Project oral presentation (12%) 5. In-class discussion, participation & attendance (6%) 6. Homework is due a week away from the day assigned. 2 points would be subtracted per each single day delay, Delaying for 2 days or more would get no point. 7. Report is due the day of the oral presentation. 3 points would be subtracted per each single day delay. Delaying for 4 days or more would get no point. 8. Copy and cheating are not allowed. If found copy and cheating, 0 point for the events.

使用教材、參考書目或其他 【遵守智慧財產權觀念，請使用正版教科書，不得使用非法影印教科書】

使用外文原文書：是
Class Title: Engineering Optimization Methods and Applications Class Schedule： 6:30-9:20 PM, Monday Classroom: 610 , Integral Complex Building Textbook： Introduction to Optimum Design by Jasbir S. Arora; Publisher: Elsevier Academic Press Reference： Numerical Optimization Techniques for Engineering Design by Gary Vanderplassts; Publisher: McGraw-Hill It’s illegal to make copies of textbook or reference books. Methodology & Activities： 1. Textbook lead 2. In-Class Discussion 3. Demonstration 4. Homework/Project Discussion 5. Practical Examples Discussion 6. Computer Aided Teaching Exercise Others: Instructor: Hsiu-Ying Hwang Office Hour: 8:00-12:00, 1:00-3:00, Tuesday (reference only). Please e-mail or call to make an appointment prior the meeting. Email: hhwang@mail.ntut.edu.tw Office Room 526-12, 5th Floor, Complex Building, TEL: (02) 27712171 ext 3618

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課程對應SDGs指標

備註

教師姓名	黃秀英　教師諮商時間(Office Hours)
Email	hhwang@ntut.edu.tw
最後更新時間	2020-12-08 11:34:53
課程大綱	工程最佳化方法導論,線性規劃法,非線性規劃法,多目標函數最佳化, 近代數學規劃法介紹，以及跨領域系統最佳設計。 (全英授課) The course introduces students about "Engineering Optimization Methods", "Linear Programming", "Nonlinear Programming", "Multi-objective Function Optimization", "Modern Mathematical Planning Methods", and "Cross-Attribute System Optimization.". (Taught in English)
課程進度	a. Week b. Topic 1 Syllabus and Introduction to Design (Ch1) 2 Optimum Design Problem Formulation (Ch2) 3 Optimum Design Problem Formulation (Ch2) 4 Graphical Optimization (Ch3) 5 Optimum Design Concepts (Ch4) 6 Optimum Design Concepts: Global & Lagrange Multipliers (Ch4) 7 Optimum Design Concepts: KKT (Ch5) 8 Linear Programming: Initial Basic Feasible Solution (Ch6) 9 Linear Programming (Ch6) Midterm Exam Define project. Report outline due next week. 10 Linear Programming: Duality (Ch7); Numerical Methods for Unconstrained Design (Ch8) 11 Numerical Methods for Unconstrained Design (Ch 8&9) 12 Numerical Methods for Unconstrained Design (Ch9) 13 Numerical Methods for Constrained Design (Ch10) 14 Numerical Methods for Constrained Design (Ch 10&11) 15 Numerical Methods for Constrained Design (Ch11) 16 Practical Design Optimization (Others) 17 Project Presentation 18 Class Review & Final Exam
評量方式與標準	1. Midterm Exam：20 % 2. Final Exam: 26% 3. Homework：24 % 4. Project written report (12%),Project oral presentation (12%) 5. In-class discussion, participation & attendance (6%) 6. Homework is due a week away from the day assigned. 2 points would be subtracted per each single day delay, Delaying for 2 days or more would get no point. 7. Report is due the day of the oral presentation. 3 points would be subtracted per each single day delay. Delaying for 4 days or more would get no point. 8. Copy and cheating are not allowed. If found copy and cheating, 0 point for the events.
使用教材、參考書目或其他	【遵守智慧財產權觀念，請使用正版教科書，不得使用非法影印教科書】使用外文原文書：是 Class Title: Engineering Optimization Methods and Applications Class Schedule： 6:30-9:20 PM, Monday Classroom: 610 , Integral Complex Building Textbook： Introduction to Optimum Design by Jasbir S. Arora; Publisher: Elsevier Academic Press Reference： Numerical Optimization Techniques for Engineering Design by Gary Vanderplassts; Publisher: McGraw-Hill It’s illegal to make copies of textbook or reference books. Methodology & Activities： 1. Textbook lead 2. In-Class Discussion 3. Demonstration 4. Homework/Project Discussion 5. Practical Examples Discussion 6. Computer Aided Teaching Exercise Others: Instructor: Hsiu-Ying Hwang Office Hour: 8:00-12:00, 1:00-3:00, Tuesday (reference only). Please e-mail or call to make an appointment prior the meeting. Email: hhwang@mail.ntut.edu.tw Office Room 526-12, 5th Floor, Complex Building, TEL: (02) 27712171 ext 3618
課程諮詢管道
課程對應SDGs指標
備註