• 流體力學 [Fluid Mechanics] 暑期課程 (summer session)
• 熱力學(一) [Thermodynamics (1)] 暑期課程 (summer session)
• 計算機概論 [Introd. Comput. Sci.]
• 流體力學導論 [Introduction of Fluid Mechanics]
• 熱對流 [Convective Heat Transfer]
|
- |
助教： 簡育欽 Yu-Chin Chien (工學館 5樓522室； ext. 4331) |
|
- |
教學目標： 本課程透過物理原理，讓學生明瞭熱對流之數學定理，方程式包含質量、動量及能量平衡式。同時藉由基本理論與假設，說明外部與內部流之動量與能量傳遞。除此之外，近年來隨著微奈米科技的蓬勃發展與日新月異，微奈米尺度對流的研究逐漸為人所重視。本課程除了古典對流的說明外，對微奈米尺度對流的發展也有深入的探討。期使學生們藉由本課程的內容，了解到熱對流的價值和未來發展性，離開學校更可應用所學到各個領域，以提升國內熱流科學的研發和應用能力。 Upon completion of this course, students are able to understand the mathematical theorems of convective heat transfer through physical principles, including mass, momentum, and energy balances. Also, this course explains the momentum and energy transfer of external and internal flows through basic theories and hypotheses. Moreover, due to the rapid development of micro/nanotechnology, research on the micro/nanoscale convective heat transfer has gradually been valued by people. Besides explaining classical convective heat transfer, this course also profoundly discusses the development of micro/nanoscale convective heat transfer. It is hoped that students are able to understand the value and future development potential of convective heat transfer with the help of this course and able to apply what they have learned to various fields, thus enhancing the research and application capabilities of domestic thermal-fluid science. |
|
- |
教學目錄： 單元1. 基本概念(Fundamental Concepts) 單元2. 基本定理(Fundamental Principles) 單元3. 邊界層流動(Boundary Layer Flow) 單元4. 強迫對流(Forced Convection) 單元5. 自然對流(Natural Convection) 單元6. 混合對流(Mixed Convection) 單元7. 微奈米尺度對流(Micro/Nanoscale Convection) |
|
- |
考核項目： 期中考試 20% 期末考試 30% 平時考核 50% 出席 25% (遲到早退 -1/5、因假缺課(公假除外) -2/5 、不假曠課 -5/5) 作業 20% (A4格式；格式不符 -2/5 、延遲繳交 -2/5、無故缺交 -5/5；再依作業內容評量分數) 互動 5% (基本1%；再依學生積極性、努力度及上課狀況評量分數) //除最後1次作業外，指派後1星期內需繳交，繳交期限截止後1星期內可補交；公告後1星期內可申訴// //任何考試舞弊者，該科目之全學期成績，不得及格// |
|
- |
教科書： (無) |
|
- |
參考書： Bejan, A., 2004, Convection Heat Transfer, John Wiley & Sons. Dorfman, Abram S., 2009, Conjugate Problems in Convective Heat Transfer, Taylor & Francis. Holman, J. P. 2010, Heat Transfer, McGraw Hill Higher Education. |
|
- |
課堂補充： ˙牛奶無敵？刀槍不入的超強液體防彈衣 //自由時報2015-04-06// |
|
- |
課堂點名：
◇不假曠課 |
|
- |
課堂作業：
◇未交 |
|
- |
期中成績：
|
|
- |
學期總成績：
|
• 奈米流體理論與應用 [Theory Appl. Nanofluids]
• 風力機系統設計與分析 [Des. Anal. Wind Turbine Systems]
• 微分方程數值解 [Numer. Sol. Diff. Equat.]