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10001 自然科學
熱統計物理一
林秀豪

如果說同學的筆記是上課的精華,那老師的筆記就是精華中的精華! 林秀豪教授的熱統計物筆記公布囉! 想知道幽默風趣的豪豬教授的筆記有多可愛嗎? 想 知道80分鐘的課程,是如何幻化成幽默的卡通語言嗎? 

 

教科書
Thermal Physics (second edition, 1980) by Kittel and Kroemer.
一般來說,教科書最好不要太舊,才能跟上科學進展的腳步。很認真地讀了幾本新的教科書,發現 Kittel and Kroemer 寫的熱物理真是經典,也很對我的胃口。當然這和作者都在美國的加州大學任教無關,尤其與 Kroemer 在風光明媚的 Santa Barbara 教書這件事,特別沒有關係。

 

背景知識
General Physics: Temperature, entropy and heat. Bolzmann distribution. Stationary states (energy levels) in quantum physics.
Applied Math: Partial differentiation. Probability theory.
熱統計物理所需的背景知識不多,如果你之前很混,這是你東山再起的好時機。但這並不是說這門課很容易,因為上課內容包含很多新觀念,所以需要相當多的時間才能消化。教科書後面的習題一定要做,不然你跟得上的機率很小。

 

期末成績
學期共有三次評量:兩次期中考與期末考。三次分數加總後,其平均值為期末原始分數,視全班學習狀況於整體比較後,以等第制給定最後的成績。
一定被當的訣竅:習題課出席率低於七成,且期末原始分數低過60分的同學,很抱歉,你的期末成績必定不及格。
一定及格的方法:期末原始分數高於60分的同學,就恭喜你了。
每次考試有6題,每題佔20分,共120分,4題為計算題,1題為論述題,另有1題加分題。計算題由課本習題改寫(一定會改到背答案是沒用的,所以請不要白費力氣),事先演練並徹底瞭解習題,將有效提昇你的分數。論述題有字數與格式規定,請於考前多多練習。加分題是由上課內容延伸而來,有志於物理研究的同學,可以做為學習的指標。

 

上課時間
每星期上兩次80分鐘的課,共160分鐘,上課時間如下:
Mondays (10:10-11:30)
Wednesdays (08:30-09:50)

 

上課進度
下列為預估上課進度與內容,實際進度將視上課狀況調整,請定期瀏覽網頁上的最新消息與課程更新。
 
Week 1
Sep 12 (Mon) 中秋節

Sep 14 (Wed) L1: multiplicity (Chap 1)

Week 2
Sep 19 (Mon) L2: binary model system (Chap 1)
Sep 21 (Wed) L3: sharpness of multiplicity function (Chap 1)

Week 3
Sep 26 (Mon) L4: most probable configuration (Chap 2)
Sep 28 (Wed) 教師節

Week 4
Oct 3 (Mon) L5: temperature (Chap 2)
Oct 5 (Wed) L6: entropy (Chap 2)

Week 5
Oct 10 (Mon) 國慶日
Oct 12 (Wed) L7: Boltzmann factor (Chap 3)

Week 6
Oct 17 (Mon) L8: partition function (Chap 3)
Oct 19 (Wed) L9: Helmholtz free energy (Chap 3)

Week 7
Oct 24 (Mon) L10: Sackur-Tetrode equation (Chap 3)
Oct 26 (Wed) 1st midterm (Chap 1-3)

Week 8
Oct 31 (Mon) 發考卷與檢討考卷
Nov 2 (Wed) L11: Planck radiation law (Chap 4)

Week 9
Nov 7 (Mon) L12: electrical noise (Chap 4)
Nov 9 (Wed) L13: phonon and Debye theory (Chap 4)

Week 10
Nov 14 (Mon) L14: chemical potential (Chap 5)
Nov 16 (Wed) 全校運動會停課

Week 11
Nov 21 (Mon) L15: chemical potential, again (Chap 5)
Nov 23 (Wed) L16: thermodynamic relations and identities (Chap 5)

Week 12
Nov 28 (Mon) L17: Gibbs sum (Chap 5)
Nov 30 (Wed) 2nd midterm (Chap 4-5)

Week 13
Dec 5 (Mon) 發考卷與檢討考卷
Dec 7 (Wed) L18: quantum statistics (Chap 6)

Week 14
Dec 12 (Mon) L19: Fermi and Bose functions (Chap 6, page 152-160)
Dec 14 (Wed) L20: ideal gas in classical limit (Chap 6, page 160-171)

Week 15
Dec 19 (Mon) L21: thermal processes for ideal gas (Chap 6)
Dec 21 (Wed) L22: Fermi gas (Chap 7)

Week 16
Dec 26 (Mon) L23: metal, white dwarf star and nuclear matter (Chap 7)
Dec 28 (Wed) L24: Bose-Einstein condensation 1 (Chap 7)

Week 17
Jan 2 (Mon) L25: Bose-Einstein condensation 2 (Chap 7)
Jan 4 (Wed) L26: superfluidity in Helium (Chap 7)

Week 18 (Final Week)
Jan 11 (Wed) final (Chap6-7)

10001 自然科學
機率論
鄭少為

找尋興趣,提早準備,贏在起跑線!想追求更多課本以外的專業知識嗎?清華大學開放式課程為你種植了一座學習資源森林,等你來探索!

 

 

Course outline
The course will be given on the basis of 3 hours a week (Tuesday, 10~12 AM and Thursday, 11~12 AM) in 綜合三館 room 203. The materials for teaching will be regularly posted on the course website (http://www.stat.nthu.edu.tw/~swcheng/Teaching/math2810/).

This course introduces students to useful and interesting ideas of the mathematical theory of probability, and to a number of applications of probability to a variety of fields including genetics, economics, geology, business, and engineering. The theory developed together with other mathematical tools such as combinatorics and calculus are applied to everyday problems. Concepts, calculations, and derivations are emphasized. Topics include the basic results and methods of both discrete and continuous probability theory: conditional probability, independent events, random variables, jointly distributed random variables, expectation, variance, covariance, and limit theorems.

 

Textbook

 

Ross, S. (2009), A First Course in Probability, 8th edition, Pearson Prentice Hall.

 

References

 

1. Ross, S. and Pekoz E. (2007), A Second Course in Probability, ProbabilityBookstore.com.
2. Feller, W. (1967), An Introduction to Probability Theory and Its Applications, Volume I, 3rd edition, John Wiley & Sons.
3. Feller, W. (1971), An Introduction to Probability Theory and Its Applications, Volume II, 2nd edition, John Wiley & Sons.

 

Assignment

 

There will be weekly or bi-weekly assignments. You are free to discuss the assignment questions with your classmates, but you must write up your answers individually. You CANNOT turn answers in as a group or simply reproduce a classmate's write up. All homework must be handed in before the end of class on the day it is due.

 

Grading

 

Your grade will be determined by homework (30 %), a midterm (30 %), and a final exam (40 %).

 

Prerequisites

 

Knowledge of Calculus.

 

09902 自然科學
當代生命科學
李家維 / 焦傳金
尋找興趣,提早準備,贏在起跑點!!想追求更多課本以外的專業知識嗎? 清華大學開放式課程為你種植了一座學習資源森林,等你來探索!現在就走進開放式課程的森林,品嚐最甜美的知識果實!

 

 
課程大綱

Week 1 : 生命的起源
            主講者:李家維教授(分子與細胞生物研究所)
               參考書籍:
               我們是火星人?
               生命的起源比你想得更簡單

Week 2 : 臍帶血與幹細胞
Week 3 : Why we age?
Week 4 : 基因改造食品
Week 5 : 基因療法基因檢測
Week 6 :全球流感防疫總動員
Week 7 : 癌症
Week 8 : 永保青春
Week 9 : 亦敵亦友:探索微生物的世界
Week 10 : 眼睛與人工視覺
Week 11 : 新藥免疫療法 發展治療哮喘與過敏的抗體藥物
Week 12 : 為什麼我要有生命科學知識呢?-生命科學知識對你的益處
Week 13 : 為什麼我要有生命科學知識呢?-動物的生殖策略與演化的關係

 

09902 自然科學
普通物理實驗
戴明鳳
尋找興趣,提早準備,贏在起跑點!!想追求更多課本以外的專業知識嗎? 清華大學開放式課程為你種植了一座學習資源森林,等你來探索!現在就走進開放式課程的森林,品嚐最甜美的知識果實!
 
 
【指定參考】
1.中文教材:「普通物理實驗」,黃勝良、吳秀錦主編,國立清華大學出版社出版,93 年 9 月版。
2.實驗講義、講解簡報和參考資料見普物實驗網站:http://www.phys.nthu.edu.tw/~gplab和科普
實驗網站:http:// gen_sci.phys.nthu.edu.tw/
3.英文教材:請自行從普物實驗室網站:http://www.phys.nthu.edu.tw/~gplab下載。
 

 

09902 自然科學
普通物理
林秀豪

近年來,普通物理的課本越長越厚。老師怎麼教?學生如何讀?物理系專業的課程,教科書也沒長到這般怪獸的厚度,這真的是最有效率的學習方法嗎?我不以為然。在99學年,我決意進行一項普物教學的改革:每個學期我只教十個問題。

◆◆◆◆◆◆豪豬教授給學習普物同學的話◆◆◆◆◆◆◆◆◆◆◆◆

      近年來,普通物理的課本越長越厚。老師怎麼教?學生如何讀?物理系專業的課程,教科書也沒長到這般怪獸的厚度,這真的是最有效率的學習方法嗎?我不以為然。
   在99學年,我決意進行一項普物教學的改革:每個學期,我只教十個問題。介紹學生瞭解這些問題,引導課堂上適度的討論,並輔以紮實而系統化的背景知識。希望開創雙向溝通的課堂,將傳統授課與課堂討論結合,讓學生藉由參與課程進行,窺見科學知識的前沿,並培養分析、解決問題的能力。
    此段的開放式課程,是這項改革的第一步。希望在102學年,我們能夠以更成熟的方式,呈現完整的普物課程(上下學期各10個問題),提供學生與教師另一個學習普通物理的途徑。 

 課程大綱
General Physics  (II) (Spring, 2011)
For updated information, please go to 
http://hsiuhau.wikispaces.com/
Lecturer: Prof. Hsiu-Hau Lin
Textbook: Physics for Scientists and Engineers with Modern Physics (8th edition) by J. W. Jewett and R. A. Serway.
Ten Questions for General Physics II
(Spring, 2011)

Q1 (Week 2-3, Chap 23-24)
Why are most materials charge neutral?

Q2 (Week 4, Chap 25)
What causes lightning?

Q3 (Week 5, Chap 29)
How does the Earth’s magnetism arise?

Q4 (Week 6, Chap 30)
Can magnetic forces do work?

Q5 (Week 7-8, Chap 31, Chap34)
Why can light propagate in vacuum?

Week 9 Midterm on April 21, 2011 

Q6 (Week 10-11, Chap 37-38)
What is the secret to appreciate impressionist paintings?

Q7 (Week 12-13, Chap 40)
What is the nature of light?

Q8 (Week 14-15, Chap 41-42)
Why are atoms stable?

Q9 (Week 16, Chap 43)
How can superconductors superconduct?

Q10 (Week 17, Chap 44)

How can we date fossils?

Week 18 Final on June 23, 2011

 

09902 自然科學
普通化學二
洪嘉呈
尋找興趣,提早準備,贏在起跑點!!想追求更多課本以外的專業知識嗎? 清華大學開放式課程為你種植了一座學習資源森林,等你來探索!現在就走進開放式課程的森林,品嚐最甜美的知識果實!
 
課程大綱

課程說明
普通化學(General Chemistry)
一般化學的介紹,包括無機、生化、有機、物化、分析之基本課程。
指定用書
Chemistry - The Molecular Nature of Matter and Change, 5th edition, by Martin S.
Silberberg
參考書籍
Chemical Principles by Zumdahl
教學方式
(1)以 Power Point 講解並用黑板輔助說明
(2)上課補充資料及指定的習題解答將會公佈於數位學習系統iLMS (
http://lms.nthu.edu.tw/)
(3)Office hour: 3:30~5:00 PM Tuesdays, Chemistry building R402
(4)考試前將安排時間由助教做習題講解 
教學進度
1. The Properties of Mixtures: Solutions and Colloids
2. Kinetics of Chemical Reactions
3. Equilibrium of Chemical Reactions
4. Acid-Base Equilibria
5. Ionic Equilibria in Aqueous Systems
6. Thermodynamics of Chemical Reactions
7. Electrochemistry
8. Main Group Elements
9. Organic Compounds and the Atomic Properties of Carbon
10. The Transition Elements and Their Coordination Chemistry
11. Nuclear Reactions and Their Application
12. The Elements in Nature and Industry
成績考核
(1) attendance is required; quiz (10%), two midterms and final (30% each)
(2) Test schedule: midterm I on 3/30/11 (Wed), midterm II on 5/11/11 (Wed), and final on 6/22/11 (Wed) 

 

09902 自然科學
代數二
顏東勇
尋找興趣,提早準備,贏在起跑點!!想追求更多課本以外的專業知識嗎? 清華大學開放式課程為你種植了一座學習資源森林,等你來探索!現在就走進開放式課程的森林,品嚐最甜美的知識果實!

 

 
課程大綱
課程說明
1. Ring Theory
2. Field Theory 
 
指定用書
I. N. Herstein, Abstract Algebra. 
 
教學方式
課堂講授 
 

 

09902 自然科學
微積分二
高淑蓉
微積分的危機,總讓大家愁眉苦臉,講台上的老師,也憂心忡忡的回望。遇到這種摸不著頭緒的學習情形,歡迎收看【化危機為轉機的: 高淑蓉老師微積分課程】 老師將憂心轉化成嚴格的教學,帶領大家度過數學危機!讓您的愁眉只在一瞬間!

 
課程說明
sequences, series, vector calculus, functions of several variables, gradients, double and triple integrals, line integrals and surface integrals.
 
指定用書
Calculus by Salas, Hille, Etgen, 10th Edition
ISBN:0471698040
 
教學進度 
循序漸進
 
成績考核 
演習課小考20%
二次期中考各20%、30%
期末考30%
上課加分小考15分 

 
09901 自然科學
應用數學二
林秀豪

對豪豬教授來說,教書是一門藝術,每筆揮毫,都引領著學子走向專業的領域;每次雕塑,都提醒著學子應負的社會責任;每刀刻劃,都傳承著對教學、研究、世界的熱情。豪豬教授的專業傳授,豪豬教授的語重心長,豪豬教授的熱情奔放,全都收錄在此!


Textbook 
Mathematical Methods in the Physical Sciences by Mary Boas.

Outline
I will cover five subjects in the semester:
(1) Ordinary differential equations
(2) Tensor analysis
(3) Partial differential equations
(4) Special functions
(5) Complex analysis

Important Dates
Week 1 (Sep 13): class begins at 08:00
Week 9 (Nov 11): Midterm (Chap 8,10,11,13)
Week 17 (Jan 6): Final (Chap 12,13,14)

Grades
Weekly quizzes (40%)
Midterm (30%)
Final (30%)

09901 工程
流體力學
王訓忠

「流體力學」延伸「基礎熱流學一、二」中流體力學部分的內容。本課程涵蓋: Review of the Euler’s Equations/Navier-Stokes Equations; Some Basic, Plane Potential Flows; Review of Internal Flow; Flow over Immersed Bodies (Boundary Layer Flow); Compressible Flow.

 

 課程說明(Course Description)
「流體力學」延伸「基礎熱流學一、二」中流體力學部分的內容。本課程涵蓋: Review of the Euler’s Equations/Navier-Stokes Equations; Some Basic, Plane Potential Flows; Review of Internal Flow; Flow over Immersed Bodies (Boundary Layer Flow); Compressible Flow.

指定用書(Text Books)
Fundamentals of Fluid Mechanics" by B. R. Munson, D. F. Young and T. H.Okiishi, 6th Ed., 2010, John Wiley.

 

參考書籍(References)
"Fluid Mechanics" by Y.A. Cengel and J.M. Cimbala, 2006, Mcgraw-Hill.

教學方式(Teaching Method)
課堂講授及專題實驗

教學進度(Syllabus)
1. Review of the Euler’s Equations/Navier-Stokes Equations
2. Some Basic, Plane Potential Flows
3. Review of Dimensional Analysis
4. Internal Flow
5. Flow over Immersed Bodies (Boundary Layer Flow)
6. Compressible Flow (including a supersonic nozzle experiment)

成績考核(Evaluation)
Midterm exam (35%)
Final exam (35%)

Homework, Quizzes and Experiment (30%)

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