# 課程列表: 所有課程

10201 自然科學

本課程著重於常微分方程之定性理論,預備知識需高等微積分及線性代數.
本課程提供三學分的常微分方程基本理論，為研究生之標準課程。

Sze-Bi Hsu: Ordinary Differential Equations with Applications. World Scientific,
2013, 2nd edition

Jack Hale: Ordinary Equations
Jack Hale and Kocak: Dynamics and bifurcations

演講及計算.

 1 Fundamental Theory of ODE: Existence: Uniqueness of System of ODE, Continuously dependence on parameter and initial conditions, Differential Inequality 2 Linear system : Linear systems with constant coefficients and Periodic Linear Systems, Louiville Formula, Two-Dimensional Phase plane analysis, 3 Stability of Nonlinear Systems: Linearization, Variation of Constant Formula,. Stable and unstable manifolds, Orbital stability.

六、成績考核(Evaluation)
Homework: 30%
Mid term :30%
Final Exam.: 40%

10201 自然科學

Ten Questions  we will discuss this semester

Q1: What is time?
Chapter 36 – Special Theory of Relativity

Q2: How to describe a dynamical system?
Chapter 4 – Dynamics: Newton’s Law of Motion
Chapter 14 – Oscillations

Q3:Do forces always appear in pairs?
Chapter 9 – Linear Momentum

Q4: Is energy always conserved?
Chapter 7 – Work and Energy
Chapter 8 – Conservation of Energy

Q5: How does a rotating top maintain its balance?
Chapter 10 – Rotational Motion
Chapter 11 – Angular Momentum; General Rotation

Q6: Are black holes black?
Chapter 6 – Gravitation and Newton’s Synthesis
Chapter 44 – Astrophysics and Cosmology

Q7: Is pressure in liquids a scalar, a vector or a tensor?
Chapter 13 – Fluids

Q8: What is propagating in traveling waves?
Chapter 15 – Wave Motion
Chapter 16 – Sound

Q9: How is thermal equilibrium reached?
Chapter 17 – Temperature, Thermal Expansion, and the Ideal Gas Law
Chapter 18 – Kinetic Theory of Gases

Q10: How to quantify uncertainty in a statistical system?
Chapter 19 – Heat and the First Law of Thermodynamics
Chapter 20 –Second Law of Thermodynamics

‍Syllabus (Fall, 2013)

Week 1
Sep 17 (Tue) L1: Course introduction
Sep 19 (Thu) 中秋節

Week 2
Sep 24 (Tue) L2: What is time?
Sep 26 (Thu) L3: Lorentz transformation

Week 3
Oct 1 (Tue) L4: How to describe a dynamical system?
Oct 3 (Thu) L5: Newton’s second law

Week 4
Oct 8 (Tue) L6: Simple harmonic motion
Oct 10 (Thu) 國慶日

Week 5
Oct 15 (Tue) L7: Why do forces appear in pairs?
Oct 17 (Thu) L8: Center of mass

Week 6
Oct 20 (Sun) midterm (Q1-Q3)
Oct 22 (Tue) L9: 期中考講解
Oct 24 (Thu) 課堂討論

Week 7
Oct 29 (Tue) L10: Is energy always conserved?
Oct 31 (Thu) L11: Conservative force and potential energy

Week 8
Nov 5 (Tue) L12: Energy, energy, energy
Nov 7 (Thu) L13: How does a rotating top maintain its balance?

Week 9
Nov 12 (Tue) L14: Moment of inertia
Nov 14 (Thu) L15: Coriolis effect

Week 10
Nov 19 (Tue) L16: Are black holes black?
Nov 21 (Thu) L17: Gravity and spacetime curvature
Week 11
Nov 26 (Tue) L18: Is pressure in liquids a scalar,
a vector or a tensor?
Nov 28 (Thu) L19: Hagen-Poiseuille equation

Week 12
Dec 1 (Sun) midterm (Q4-Q7)
Dec 3 (Tue) L20: 期中考講解
Dec 5 (Thu) L21: What is propagating in traveling waves?

Week 13
Dec 10 (Tue) L22: Wave equation
Dec 12 (Thu) L23: Wave equation 2

Week 14
Dec 17 (Tue) L24: Sound waves
Dec 19 (Thu) L25: How is thermal equilibrium reached?

Week 15
Dec 24 (Tue) L26: Heat and the first law of thermodynamics
Dec 26 (Thu) L27: Heat and the first law of thermodynamics 2

Week 16
Dec 31 (Tue) L28: How to quantify uncertainty in a statistical system?
Jan 2 (Thu) L29: Entropy and the second law of thermodynamics

Week 17
Jan 7 (Tue) L30: Entropy and the second law of thermodynamics 2
Jan 9 (Thu) Video: The race for absolute zero

Week 18(Final Week)
Jan 12 (Sun) final (Q8-Q10)

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%.

10102 工程

【課程介紹】
Course Description
本課程先複習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，從統計熱力學解釋entropy之微觀意義;熱力學函數的基本數學;介紹熱力學之平衡觀念及單元系統的相轉變o再討論氣體的混合，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o

【指定用書】
References
 * "Introduction to the thermodynamics of materials", D.R. Gaskell; 5th Ed.

【參考書籍】
References
 * R.A. Swalin,"Thermodynamics of Solids", 2nd ed., 1972 * ﻿R.T. DeHoff:"Thermodynamics in Materials Science", 1993 ﻿

【教學方式】
Teaching Method
* 課堂講授,討論,考試

【教學進度】
Syllabus
【第1週】
Ch.1~8 Review of fundamental Thermodynamics(I):
1.Scope of Materials Thermodynamics
2.Laws of Thermodynamics
3.Definitions of thermodynamic functions
and some important parameters
4.Variation of V, S, H, G as a function of T, P.

【第2週】
Ch.1~8 Review of fundamental Thermodynamics(II):
1.Calculation of S, H, G and S, H, G
for temperature changes at constant P
2.Application of Gibbs-Helmholtz Eq.,
Clapeyron Eq., Clausius-Clapeyron Eq
3.G(T,P) for a single phase substance
and two-phases equilibrium.

【第3週】
Ch.1~8 Review of fundamental Thermodynamics(III):
1.Thermodynamics of ideal and real gases
2. Thermodynamics of mixing of ideal gases:
definitions of partial molar quantities,
calculations of
Smix, Umix, Hmix, Gmix

【第4週】
Ch.9 Behavior of solutions(I):
1.Raoult’s law and Henry’s law
2.Activity of a component in solution
3.Gibbs-Duhem equation
4.Relation between G and  of binary solution
5.Relation between ai,and ,GM
6.Method of graphical determination of   from  GM

【第5週】
Ch.9 Behavior of solutions(II):
1.Properties of ideal solution
2.Nonideal solution
3.Application of Gibbs-Duhem equation (1-2).

【第6週】
Ch.9 Behavior of solutions(III):
1.Apllication of Gibbs-Duhem equation(3)
2.Regular solution
3.Non-regular solution

【第7週】

Ch.9 Behavior of solutions(IV):
1.Quasi-chemical model of solutions
2.Calculation examples.

【第8週】

Ch.10 Binary phase Diagrams
and
GM (XB) curves(I):
1.GM (XB) curve of a homogeneous solution
2. GM (XB) curve of a regular solution
3.Citerior for phase stability in regular solution.

【第9週】

1.Mid-term exam
2. Ch.10 Binary phase Diagrams
and
GM (XB) curves(II): Standard states
and two-phases equilibrium.

【第10週】
Ch.10 Binary phase Diagrams
and
GM (XB) curves(III):
1.Isomorphous phase diagram
2.Binary phase diagrams with liquid
and solid exhibiting regular solution

【第11週】
Ch.10 Binary phase Diagrams
and
GM (XB) curves(IV):
1.Eutectic phase diagrams
2.Monotectic phase diagram
3.Calculation examples.

【第12週】

Ch.11 Reactions involving gases(I):
1.Reaction equilibrium in gas mixture
and equilibrium constant
2.Effect of temperature on Kp
3.Effect of total pressure on Kp.

【第13週】

Ch.11 Reactions involving gases(II):
1.Reaction equilibrium in SO2-SO3-O2 system
2.To keep a constant pO2 through gas mixture
of SO
2/SO3, CO/CO2, H2/H2O.

【第14週】
Ch.11 Reactions involving gases(III):
Calculation examples.

Ch.12 Reactions involving gases
and pure condensed phases(I):
1.Reaction equilibrium in a system containing
pure condensed phases and gas phases.
2.Variation of “Standard Gibbs free energy change” with T.

【第15週】

Ch.12 Reactions involving gases
and pure condensed phases(II):
1.Ellingham Diagrams
2.Stability of metals and metal-oxides.

【第16週】

Ch.12 Reactions involving gases
and pure condensed phases(III):
1.Effect of phase transition
2.Stability of oxides in H2/H2O gas mixtures
3.Nomographic scale of H2/H2O

【第17週】

Ch.12 Reactions involving gases and
pure condensed phases(IV):

1.Stability of oxides in CO/CO2 gas mixtures
2.Upper limit of (pCO/pCO2) at a fixed T
3.Calculation examples.

10102 工程

Review
Neutron Diffusion and Moderation,
Nuclear Reactor Theory (2 hours)

Chapter 7  The Time Dependent Reactor  (12 hours)
7.1Classification of Time Problems
7.2Reactor Kinetics (4.5 hours)
7.3Control Rod and Chemical Shim (2.5 hours)
7.4Temperature Effect on Reactivity (1.5 hours)
7.5Fission Products Poisoning (2 hours)
7.6Core Properties during Lifetime (1.5 hours)

Chapter 8  Heat Removal from Nuclear Reactors (11 hours)
8.1  General Thermodynamic Consideration (1 hour)
8.2  Heat Generation in Reactors (1.5 hours)
8.3  Heat Flow by Conduction (1.5 hours)
8.4  Heat Transfer to Coolant (2 hours)
8.5  Boiling Heat Transfer (2.5 hours)
8.6  Thermal Design of a Reactor (2.5 hours)

Midterm Examination,  April 24th, Wednesday, 7:00 pm

Chapter 4  Nuclear Reactors and Nuclear Power (10 hours)
4.1Fission Chain Reactions
4.2Nuclear Reactor Fuel (2 hours)
4.3Non-Nuclear Components of Nuclear Power Plants (1.0 hours)
4.4Components of Nuclear Reactors (1.0 hours)
4.5Power Reactors and Nuclear Steam Supply System (4 hours)
4.6Nuclear Fuel Cycles (2 hours)

【指定用書】
John R. Lamarsh, Anthony J. Baratta,

“Introduction to Nuclear Engineering”, 3rd Edition, Prentice, Inc. 2001

【參考用書】
1.S. Glassstone& A. Sesonake, “Nuclear Reactor Engineering”,
4th Ed. Chapman & Hall, 1994
2.E.E. Lewis, “Nuclear Power Reactor Safety”, 1977

10102 工程

【Week1】
Chap 1: Introduction

【Week2】
Chap 2: Wave Particle Duality

【Week3】
Chap 3 Schrodinger Enquation

【Week4】
Chap 4 Special cases for Schrodinger

【Week5】
Chap 5 energy Band in Crystal

【Week6】
Chap 6 Electrons in a Solid

【Week7】
Chap 7 Electrical Conduction in Meal and Alloy

【Week8】
Chap 8 Semiconductor

【Week9】
Chap 9 Ionic Conductivity

【Week10】
Chap 10 The optical constant

【Week11】
Chap 11 Atomic Theory of Optical Properties

【Week12】
Chap 12 Quantum Theory of Optical Properties

【Week13】
Chap 14 Magnetism

【Week14】
Chap 15 Magnetism- Classical theory

【Week15】
Chap 16 Quantum Theory of Magnetism

【Week16】
Chap 17 Thermal Property of Solid
10101 人文社會

社會心理學是探討人們如何知覺與認識社會世界、如何進行人際互動，以及社會情境之影響的學科。本課程之主要目的在於使同學：(1)瞭解社會心理學關心的基本議題，並瞭解重要的理論和概念。(2)思考與討論相關社會現象與經驗。

《社會心理學》，揚智出版社 (tel: 02-8662-6826)。
Elliot Aronson, Timothy D. Wilson, Robin M. Akert原著。

《路西法效應》(The Lucifer Effect: Understanding How Good People Turn Evil)。Philip Zimbardo著。孫佩妏、陳雅馨譯。商周出版社。
《電醒世界的人》(The Man Who Shocked the World: The Life and Legacy of Stanley Milgram)。Thomas Blass著。黃澤洋譯。遠流出版社。
《日常生活中的自我表演》(The Presentation of Self in Everyday Life)。Erving Goffman著。徐江敏、李姚軍譯。桂冠出版社。
《囚犯的兩難》(Prisoner’s Dilemma:
John von Neumann, Game Theory, and the Puzzle of the Bomb)。William Poundstone著。葉家興譯。左岸文化。
《誰說人是理性的》(Predictably Irrational)。Dan Ariely著。周宜芳、林麗冠、郭貞伶譯。天下文化。
《錯不在我？》(Mistakes were made "but not by me": Why we justify foolish beliefs, bad decisions,
and hurtful acts.)。Carol Tavris & Elliot Aronson 著。潘敏譯。繆思出版社。

1.社會心理學簡介
2.社會心理學研究方法
3.社會認知：我們如何建構社會世界
4.自我瞭解：我是什麼樣的人？
5.社會知覺：我們如何瞭解他人
6.認知失調：國王的新衣？
7.態度形成與改變：廣告的威力
8.從眾與服從：好人也會做出壞事？
9.團體歷程：三個臭皮匠勝過一個諸葛亮？
10.歧視與偏見
11.親密關係：愛情有什麼道理
12.助人與利他行為：助人為快樂之本？
13.攻擊與暴力行為

)
期中考與期末考各一次，各佔總分25%。期末報告佔25%。網路論壇與課堂參與佔25%。

10101 工程

Lectures:
1.    Outline
2.    Embedded software development
3.    Introduction to MSP430
4.    Timers and clocks
5.    MSP430 instruction set architecture
6.    Interrupt
7.    Analog-to-digital conversion
8.    Low-power
optimization
9.    Linux basics
10.   Makefile

Labs:

•    Lab 1: LaunchPad and setup
•    Lab 2: Clock system
•    Lab 3: Timer and interrupt
•    Lab 4: Analog-to-digital converter
•    Lab 5: Serial communication
•    Lab 6: Low-power optimization
•    Lab 7: Development board setup
and cross-compiling
•    Lab 8: Boot-loader
•    Lab 9: Non-OS embedded application
•    Lab 10: Linux kernel and root file system
•    Lab 11: Kernel modules and drivers
•    Lab 12: Communication between LaunchPad and development board

【參考用書】
1.David E. Simon, An Embedded Software Primer, Addison Wesley, 1999.
2.Wayne Wolf,Computers as Components: Principles of Embedded Computing System Design, Morgan Kaufmann, 2001.
3.Peter Marwedel, Embedded System Design, 2nd edition, Springer, 2006.

10101 自然科學

一、課程說明(Course Description)
認知神經科學（Cognitive Neuroscience ）是一門新興的研究領域，主要是探索腦與心智（Brain and Mind）的關連性。從感覺與知覺（Sensation and Perception）、學習與記憶（Learning and Memory）、注意力與情緒（Attention and Emotion）、同理與 厭 惡（Empathy and Disguise）、決策與執行（Decision-making and Execution 、乃至意識（Consciousness）的產生，都是認知神經科學的範疇。    瞭解這些認知行為背後的神經科學不僅是本世紀最重要的一項科學探索，也與每個人的有密切的關係。例如：神經經濟學（Neuroeconomics）與消費者行為及市場調查有關，退化性神經疾病（Neurodegenerative disorders）與老年失智症有關。    在本課程中，我們將依序探討認知神經科學中的主要課題，重點在於介紹最新的研究發展，並討論這些科學發現對個人及社會的衝擊。本課程將以科學人雜誌過去九年所發表有關認知神經科學的文章為主，並以影片及期刊論文為輔，使無心理學或生物學背景的學生亦可學習此一課程。

Cognitive Neuroscience: The Biology of the Mind (Third Edition) by Michael S. Gazzaniga, Richard B. Ivry, and George R. Mangun (2008, W. W. Norton & Company)

10101 工程

This course is to introduce the basic concepts on electromagnetics, covering topics of transmission line, electrostatics, magnetostatics, time-varying field, plane waves etc. To be consistent with the modern trend of electrical engineering

1.General Information
This course is to introduce the basic concepts on electromagnetics, covering topics of transmission line, electrostatics, magnetostatics, time-varying field, plane waves etc. To be consistent with the modern trend of electrical engineering, I bring forward the transmission line to the beginning of the lecture. The content of transmission line is mostly adopted from the textbook by Ulaby. However, the same concepts are also given in the textbook by Cheng.  This course will be lectured mostly in English and slightly in Chinese for clarity.

2.Textbook
David K.Cheng, Field and Wave Electromagnetics 2nd Ed., Addison Wesley,1989.

3.Reference book
Fawwaz T.Ulaby, Fundamentals of Applied Electromagnetics 6th Ed, PEARSON Prentice Hall, 2007. (新月圖書，東華書局代理)

Homework 20% (late homework not accepted)
Weekly quiz (open books,notes)* 20%(will become the weighting factor for final score adjustment)
two midterm exams 20% x 2
one final exam 20%
* weekly quiz includes those lectured, to be lectured, or assigned in homework.

5.Course Handouts
Bound copies will be available at 水木書苑 shortly before the beginning of the semester.. Updates can be found on http://www.hope.nthu.edu.tw. The password to access the course website will be announced by the teaching assistant.

6.Course Contents
Introduction, transmission line, vector  calculus, electrostatics, magnetostatics,
time-varying field, electromagnetic waves, EM wave at boundaries, radiation and antenna (if time allows0.