# 課程列表: 工程學群

10401 工程

電子顯微鏡是一個科學研究上被廣泛使用的顯微設備。為了提供在使用儀器上的基礎知識背景。本學期課程將說明電子顯微鏡的基本原理，由電子顯微鏡的基本電子光學架構開始談起，並說明電子與樣品之間的交互作用，以及我們能夠由電子顯微鏡得到哪一些樣品特性的資訊。並說明電子顯微鏡基本操作的方法。

【授課大綱】
電子顯微鏡是一個科學研究上被廣泛使用的顯微設備。為了提供在使用儀器上的

1-1 引言
1-2 為何使用"電子"顯微鏡
1-3 電子顯微鏡的限制
1-4 電子光源
1-5 電磁透鏡與分辨率
1-6 如何紀錄及看到電子

2-1 散射與繞射
2-2 電子與原子作用(彈性散射與非彈性散射)
2-3 電子與晶格作用
2-4 電子與樣作用

3-1 電子的成像原理
3-2 電子顯微鏡成像模式(Image / Diffraction Mode)
3-3 明場與暗場
3-4 電子運動學
3-5 繞射動力學

4-1 電子偵測器基本原理
4-2 XEDS 能夠得到的資訊
4-3 XEDS 的限制

10401 工程

This course provides the students with basic knowledge in modeling, analysis and design for linear feedback control systems.  It begins with reviewing some mathematical fundamentals and introducing block diagrams and signal-flow graphs.  Students will then learn how to model mechanical, electrical......

Outline of this course
This course provides the students with basic knowledge in modeling, analysis and design for linear feedback control systems.  It begins with reviewing some mathematical fundamentals and introducing block diagrams and signal-flow graphs.  Students will then learn how to model mechanical, electrical, and electromechanical systems as differential equations and transfer functions.  The analysis in this course includes stability of open-loop and closed-loop systems, time responses and frequency responses of low order systems.  The design methods are divided into root-locus techniques and frequency response techniques using Bode plots for designing PID and lead/lag controllers.  Students will also learn how to apply the automatic control theory to real engineering problems via Matlab simulations and Lab assignments.

Pre-requisite:
Course Contents
1. Introduction
2. Mathematical Foundation
3. Block diagrams and Signal-Flow Graphs
4. Modeling of Dynamic Systems
5. Time-domain Analysis of Control Systems
6. Root Locus Analysis
7. Frequency-Domain Analysis
8. Design of Control Systems

10302 工程

In the course, we will focus on the introduction of basic engineering electro-magnetics, the magnetic circuits, the energy conversion of electromechanical devices, and the priciples of rotating electromechanical machinery.Pre-requisite: College Physics (大學物理).Electrical Circuits (電路學)

【指定用書】
 ＊ Lecture Notes ﻿＊﻿ Guru and Hiziroglu, Electric Machinery and Transformers, 3rd ed., Oxford University Press, 2001

【參考用書】
 ＊ G. R. Slemon, and A. Straughen, Electric Machines, Addison Wesley Longman Publishing Co, 1980. ＊ Vicent Delo Toro, Basic Electric Machines, Prentice Hall, 1990. ﻿＊﻿ A.E. Fitzgerald, Electric Machines , McGraw-Hill, 1992.

【教學方法】
課堂投影片,黑板講解與演習

【教學進度】
 1 Review of Electric Circuit Theory 2 Basic Electromagnetism and Magnetic Circuits 3 Transformers 4 Principles of Electromechanical Energy Conversion 5 Synchronous Generators 6 Synchronous Motors 7 Induction Motors 8 DC Machinery Fundamentals

【成績考核】
Home works 30%, Lab Assignments 10%,
Midterm 30%, Final exam 30%

10302 工程

【指定與參考用書】

 ＊ ﻿Computer Vision for Visual Effects, Richard J. Radke, Cambridge University Press ＊ ﻿http://cvfxbook.com ＊ ﻿﻿Computer Vision: Algorithms and Applications, Richard Szeliski, 2010 http://szeliski.org/Book/

【教學方式】

 ＊ ﻿每個星期 3 小時課堂講解與討論 ＊﻿ ﻿同學們三人一組，共同討論作業﻿ ＊﻿﻿ ﻿作業的分數將會以小組為單位評分﻿ ＊﻿﻿﻿ ﻿個人的期末成績則會再因課堂參與及平時表現而有所差異 (10%)﻿

【教學進度】
Introduction to CVFX Image Matting Image Composition and Editing Features and Matching
Dense Correspondence Matchmoving Motion Capture 3D Data Acquisition Optimization
Algorithms for Computer Vision

【成績考核】
90%: 6 次作業 10%: 課堂參與和平時表現

10302 工程

【課程說明】

【課程大綱】
 ＊ 不同業種之物流通路（含資訊產業、家電產業、日用雜貨業、醫藥業、圖書出版業） ﻿＊ 企業物流活動（含進貨、倉儲、訂單處理、揀貨、盤點、理貨加工、分貨、配送） ﻿＊ 各類物流運輸（含公路運輸、空運、海運、鐵路運輸、宅配與快遞） ﻿＊ 物流相關後勤與資訊管理（含硬體設計、軟體資訊系統） ﻿＊ 全球運籌總論與全球運籌通路 ﻿＊  進出口作業與流程（含承攬、報關、保稅等作業） ﻿＊ 物流產業案例與全球運籌案例剖析﻿ ﻿＊﻿ 清華校內修課同學請至http://140.114.54.219檔案庫下載教學資料!

【課程教學路徑圖】

【參考書目】

 ﻿＊ 蘇雄義、賈凱傑，全球運籌：國際物流管理，華泰文化事業公司 (Hwa-Tai Publishing Co.)，Taipei，ISBN 9576095751。﻿ ﻿＊ 張力元、侯建良，台灣物流市場 (Taiwan Distribution Market)，華泰文化事業公司 (Hwa-Tai Publishing Co.)，Taipei，ISBN 957-609-365-1。﻿ ＊ Stock, J. R. and Lambert, D. M., Strategic Logistics Management, 4th Edition, McGraw-Hill Higher Education.﻿ ﻿﻿

10302 工程

【工數苦手的救星，讓你無痛學習】糟糕!想到場論就感到腸絞痛，講到偏微方程式就覺得偏頭痛，考到複變就一肚子宿便?怎麼工程遇到數學就這麼難懂?嘿!別緊張!需要熟門熟路的領隊帶你走!讓清大嚴大任教授帶你在學習工數的路上，不再處處碰壁，不必黯然神傷!

Textbooks
Advanced Engineering Mathematics (2nd edition), Michael
D.Greenberg, 滄海書局

Quizzes (x3, 25%)
Midterms (x2, 50%)
Final (25%)

Content
The subject of Engineering Mathematics is comprised of five  parts within two semesters:
1. Ordinary Differential Equations
2. Linear Algebra
3. Multivariable Calculus and Field Theory
4. Fourier Methods and Partial Differential Equations
5. Complex Variable Theory

In Engineering Mathematics II, we focus on “Multivariable Calculus and Field Theory”, “Fourier Methods and Partial Differential Equations”, and “Complex Variable Theory” to cover the rationale and of particular the engineering applications. The detailed schedule of this semester is listed below:

10301 工程

【指定用書】

1. Lecture notes
2. Christopher Hammond, "The Basics of Crystallography and Diffraction" second edition

【參考用書】
1. B.D. Cullity and S.R. Stock," Elements of X-ray Diffraction", 3rd edition, Prentice Hall, 2001.
2. Eugene Hecht “Optics”. (Chapter 10)

3. John M. Cowley, “Diffraction Physics”. (Chapter 2)

10301 工程

Can you imagine that your computer is not connected to any network? Can you imagine that your computer is a network through some wireless technology? Is a hand held mobile phone a phone or a computer? Can our TV become a computer?
Can you design a computer in which all of the peripheral devices are connected to the computer through wireless communication?
In this course we will introduction the six topics to Non-Electrical-Engineering Students

 1. An Overview of Computer Communication 1.1 Analog and Digital Signals 1.2 Two Kinds of Media: Electrical and Electromagnetic 1.3 Carrier and Modulation 1.4 The Real Time and Non-real Time Transmission Problems 1.5 The Multiplexing Receiving Problem 1.6 The Multiplexing Transmission Problem 1.7 The Basic Concepts of Antenna Design
 2. Conversions Between Analog and Digital Information 2.1 Pulse Code Modulation 2.2 Minimum Sampling Rate-Nyquist Rate 3. Fourier Representations for Signals 3.1 FourierSeries 3.2 Fourier Transform 3.3 FT Representations for Periodic Signals 3.4 The Fast Discrete Fourier Transform 3.5 The Physical Meaning of the Fourier Transform 4. Analog Modulation Techniques 4.1 AmplitudeModulation 4.2 Double Sideband Suppressed-Carrier (DSB-SC) 4.3 Single Sideband Modulation (SSB) 5 Digital Modulation Techniques 5.1 Baseband Pulse Transmission 5.2 Amplitude-Shift Keying (ASK) 5.3 Binary Phase-Shift Keying (BPSK)

 6 Multiple Access Communications 6.1 Frequency-Division Multiple Access(FDMA) 6.2Time-Division Multiple Access(TDMA) 6.3 Code-Division Multiple Access(CDMA) 6.3.1Two-User CDMA System 6.3.2K-user CDMA system 6.4Carrier Sense Multiple Access 6.5The Multiplexing Transmission Problem

Introduction to Communications for Non-Electrical-Engineering Students by
Mao-Ching Chiu ,Chia-Tung Lee , Eric S.Li ,Jung-Shan Lin and Tai-Ping Sun

10301 工程

【課程介紹】
Course Description
本課程分兩學期授課,上學期先介紹熱力學三大定律及各種熱力學函數,例如熱容量, entropy,焓及自由能等;並討論單相氣體及凝態系統之熱力學性質o從統計熱力學解釋 entropy之微觀意義,以及partition function與自由能之關係式,並特別舉例說明其應用於熱容量之理論推導o下學期則討論理想與真實溶液之性質,雙元相圖與自由能之關係,化學反應之平衡觀念,特別以固態材料系統為對象,探討其化學反應及相轉變所需考量之熱力學觀念。

【指定用書】
Text Book
 * D.R. Gaskell: "Introduction to the Thermodynamics of Materials," 5th ed.

【參考書籍】
References
 * R.T. DeHoff, "Thermodynamics in Materials Science," McGraw-Hill, 1993. * R.A. Swalin, "Thermodynamics of Solids," 2nd ed., John Wiley&Sons, 1972.

【教學方式】
Teaching Method
課堂講解

【教學進度】
Syllabus
【第1週】
Ch.1 Introduction and Definitions of Terms (I):
1. What do we learn from “Materials Thermodynamics”?
2. Classical versus Statistical Thermodynamics,
3. Thermodynamics versus Kinetics.
4. Thermodynamic systems of materials,
5. Thermodynamic variables,
6. Concept of state,
7. How to distinguish a state function.

【第2週】
Ch.1 Introduction and Definitions of Terms (II):
8. Equation of state of an ideal gas.
Ch.2 First Law of Thermodynamics:
1. Energy conversion,
2. Relation between heat and work,
3. First law of thermodynamics,
4. Internal energy (U) and Enthalpy (H),
5. Heat capacity.
7. Reversible Isothermal Process,
8. Calculation examples for monatomic ideal gas.

【第3週】
Ch.3 Second Law of Thermodynamics (I):
1. Spontaneous Process and Reversible Process,
2. Entropy and Degree of Irreversibilty,
3. Entropy and Reversible Heat,
4. Reversible Isothermal Compression of Ideal Gas,

5. Reversible Adiabatic Expansion of Ideal Gas.
6. Properties of Heat Engine,
7. Thermodynamic Temperature Scale,

【第4週】
Ch.3 Second Law of Thermodynamics (II):
8. Second Law of Thermodynamics.
9. Maximum Work for Reversible Process,
10. Criterion for Equilibrium,
11. Combined Statement of 1st and 2nd Laws.

【第5週】
Ch.3 Second Law of Thermodynamics (III):
12. Calculation Examples.
Ch. 4 Auxiliary Functions (I):
1. Defined Functions of H, A, G and their
differential equation.
2. Enthalpy and constant pressure heat,
3. Helmholtz Free Energy.

【第6週】
Ch. 4 Auxiliary Functions (II):
4. Gibbs Free Energy,
5. Summary of Criteria for Equilibrium,
6. Coefficient Relations,
7. Maxwell Relations,
8. Reciprocal and Ratio Relation,

【第7週】
Ch. 4 Auxiliary Functions (III):
9. Derived equations: 1st, 2nd , 3rd TdS equations;

Gibbs-Helmholtz Equation; cp-cv; and other
important equations for ideal gas.
10.General Strategy for Deriving Thermodynamic
Relations,

【第8週】
Ch. 4 Auxiliary Functions (IV):
11. Application to an Ideal Gas,
12. Application to Solids and Liquids,
13. Calculation Examples.

【第9週】
Mid-term exam;
Ch.5 Statistical Thermodynamics (I):
1. Physical Significance of U and S,
2. Entropy and Disorder on an Atomic Scale,
3. Macrostate and Microstate

【第10週】
Ch.5 Statistical Thermodynamics (II):
4. Determination of the Most Probable Microstate,
5. Partition Function and Boltzmann Equation
for Entropy,
6. Heat Flow and Entropy Production,
7. Configurational Entropy and Thermal Entropy,
8. Calculation Examples,
9. Calculation of S, A, U, Cv from Partition Function.

【第11週】
Ch.5 Statistical Thermodynamics (III):
10. A model with Two Energy Levels,
11. Internal Energy and Heat Capacity of a Crystal,
12. Internal Energy and Heat Capacity of
Monatomic and Polyatomic Ideal Gases.

【第12週】
Ch.6 Heat Capacity, Enthalpy,
Entropy as a function of T (I):
1. Heat Capacity,
2. Hp(T), Hp(T) and Q (Heat of Reaction),
3. S(T) and the 3rd Law of Thermodynamics,
4. Experimental Verification of 3rd Law.

【第13週】
Ch.6 Heat Capacity, Enthalpy,
Entropy as a function of T (II):
5. Influence of P on H and S,
6. Calculation Examples.

【第14週】
Ch.7 Phase Equilibrium
in One Component System (I):
1. Thermodynamic Equilibrium,
2. G(T), G(T) at constant P=1 atm,
3. G(P), G(P) at constant T,
4. Phase Equilibrium Between Solid and Liquid,
5. Phase Equilibrium Between Condensed phases
and Vapor.

【第15週】
Ch.7 Phase Equilibrium
in One Component System (II):
6. Phase Diagram in One Component System,
7. Solid-Solid Equilibrium (Allotropy),
8. Calculation Examples.

【第16週】
Ch.8 Behavior of Real Gases (I)
1. Ideal Gas versus Real Gas,
2. P-V-T Relationships of Gases,
3. Deviation from Ideality and Equations of State
for Real Gases,
4. Van der Waals Gas,
5. Other Equations of State for Nonideal Gases.

【第17週】
Ch.8 Behavior of Real Gases (II)
6. Thermodynamic Treatment of Nonideal Gases,
7. Calculation Examples.

【第18週】
Final Exam.

10102 工程

Calculus.

This course gives
an introduction to the essentials of linear algebra. There will be four one-hour lectures per week.

G. Strang, Introduction to Linear Algebra, 4th ed. Wellesley, MA: Wellesley-Cambridge Press, 2009.

 ＊ G. Strang, Linear Algebra and Its Applications, 4th ed. Belmont, CA: Thomson, Brooks/Cole, 2006. ＊ S. H. Friedberg, A. J. Insel, and L. E. Spence, Linear Algebra, 4th ed.;Upper Saddle River, NJ: Prentice Hall, 2003. ＊ L. E. Spence, A. J. Insel, and S. H. Friedberg, Elementary Linear Algebra: A Matrix Approach, 2nd ed. Upper Saddle River, NJ: Prentice Hall, 2008. ＊ S. J. Leon, Linear Algebra with Applications, 8th ed. Upper Saddle River, NJ: Prentice Hall, 2010.

Solving linear equations
Vector spaces and subspaces
Orthogonality
Determinants
Eigenvalues and eigenvectors
Linear transformations
Complex vectors and matrices

Homework 20%, two midterm exams 50%, and final exam 30%.