水利水電工程英文版課程描述

1、河海大學(xué)水利水電工程專業(yè)課程描述Course description for students majoring in Water Conservancy and Hydropower Engineering 專業(yè)名稱：水利水電工程Major name：Water Conservancy and Hydropower Engineering課程名稱：高等數(shù)學(xué)1（80學(xué)時）Course name：Advanced Mathematics 1（80hours）學(xué)期:1Term：1學(xué)年：2011-2012年Academic year：2011-2012課程描述：Course Overview：高等數(shù)

2、學(xué)課程是高等學(xué)校工科本科各專業(yè)學(xué)生的一門必修的重要基礎(chǔ)理論課，通過本課程的學(xué)習(xí)，使學(xué)生獲得：函數(shù)與極限、一元函數(shù)的導(dǎo)數(shù)與微分，中值定理與導(dǎo)數(shù)應(yīng)用、不定積分、定積分、定積分的應(yīng)用、空間解析幾何和向量代數(shù)等方面的基本概念、基本理論和基本運算技能，為學(xué)習(xí)后繼課程和進一步獲得數(shù)學(xué)知識奠定了必要的數(shù)學(xué)基礎(chǔ)。Advanced mathematics is an important basic theory course compulsory for undergraduates of all engineering majors of institutions of higher education. I

3、n this course, students can learn the basic concepts, basic theories and basic computing skills in respect of functions and limits, derivative and differential of function of one variable, mean value theorem and application of derivative, indefinite integral, definite integral, application of defini

4、te integral, spatial analytic geometry, vector algebra, etc., laying a necessary mathematical foundation for subsequent courses and further learning mathematical knowledge.課程目標：Course Objectives：1使學(xué)生獲得函數(shù)與極限、一元函數(shù)的導(dǎo)數(shù)與微分，中值定理與導(dǎo)數(shù)、不定積分、定積分、空間解析幾何和向量代數(shù)等方面的知識To let students learn knowledge in respect of fu

5、nctions and limits, derivative and differential of function of one variable, mean value theorem and application of derivative, indefinite integral, definite integral, spatial analytic geometry, vector algebra, etc.;2掌握基本理論和運算技能，為后續(xù)課程提供必不可少的數(shù)學(xué)基礎(chǔ)知識To master basic theories and basic operation skills, p

6、roviding essential basic mathematical knowledge for subsequent courses;3為解決實際問題提供有效的數(shù)學(xué)方法To provide effective mathematical methods to solve actual problems. 成績評定：Achievement assessment：考核采用平時成績與期中考試、期末考試，理論與實踐相結(jié)合的方式Assessment is conducted by way of combination of usual performance, midterm examinatio

7、n, final examination, theory and practice. 1: 平時成績：10%,形式有課堂考勤和課堂作業(yè)。Usual performance: 10%, in the form of class attendance and class work. 2：期中考試：20%，形式為筆試。Midterm examination: 20%, in the form of written examination. 3：期末考試：70%，形式為筆試。Final examination: 70%, in the form of written examination.筆試：期中

8、卷面100分，按20%折合成績，考試時間為120分鐘。期末卷面100分，按70%折合成績，考試時間為120分鐘。Written examination: 100 scores for midterm examination, which will be converted into results at the percentage of 20%, and the examination time is 120 minutes;100 scores for final examination, which will be converted into results at the percen

9、tage of 70%, and the examination time is 120 minutes;課程名稱：高等數(shù)學(xué)2 （96學(xué)時）Course name：Advanced Mathematics 2（96hours）學(xué)期:2Term：2學(xué)年：2011-2012年Academic year：2011-2012課程描述：Course Overview：高等數(shù)學(xué)課程是高等學(xué)校工科本科各專業(yè)學(xué)生的一門必修的重要基礎(chǔ)理論課，通過本課程的學(xué)習(xí)，使學(xué)生獲得：無窮級數(shù)、多元函數(shù)微分法及其應(yīng)用、重積分、曲線積分與曲面積分、微分方程及其應(yīng)用等方面的基本概念、基本理論和基本運算技能，為學(xué)習(xí)后繼課程和進一步

10、獲得數(shù)學(xué)知識奠定了必要的數(shù)學(xué)基礎(chǔ)。Advanced mathematics is an important basic theory course compulsory for undergraduates of all engineering majors of institutions of higher education. In this course, students can learn the basic concepts, basic theories and basic computing skills in respect of infinite series, diffe

11、rential of function of many variables and its application, multiple integral, curve integral and surface integral, differential equation and its application, etc., laying a necessary mathematical foundation for subsequent courses and further learning mathematical knowledge.課程目標：Course Objectives：1使學(xué)

12、生獲得無窮級數(shù)、多元函數(shù)微分、重積分、曲線積分與曲面積分、微分方程等方面的知識To let students learn knowledge in respect of infinite series, function of many variables, multiple integral, curve integral and surface integral, differential equation, etc.; 2掌握基本理論和運算技能，為后續(xù)課程提供必不可少的數(shù)學(xué)基礎(chǔ)知識To master basic theories and basic computing skills, p

13、roviding essential basic mathematical knowledge for subsequent courses;3為解決實際問題提供有效的數(shù)學(xué)方法To provide effective mathematical methods to solve actual problems.成績評定：Achievement assessment：考核采用平時成績與期中考試、期末考試，理論與實踐相結(jié)合的方式Assessment is conducted by way of combination of usual performance, midterm examination

14、, final examination, theory and practice. 1: 平時成績：10%,形式有課堂考勤和課堂作業(yè)。Usual performance: 10%, in the form of class attendance and class work. 2：期中考試：20%，形式為筆試。Midterm examination: 20%, in the form of written examination. 3：期末考試：70%，形式為筆試。Final examination: 70%, in the form of written examination.筆試：期中卷

15、面100分，按20%折合成績，考試時間為120分鐘。期末卷面100分，按70%折合成績，考試時間為120分鐘。Written examination: 100 scores for midterm examination, which will be converted into results at the percentage of 20%, and the examination time is 120 minutes;100 scores for final examination, which will be converted into results at the percent

16、age of 70%, and the examination time is 120 minutes;課程名稱：大學(xué)物理1 （48學(xué)時）Course name： Physics 1（48hours）學(xué)期:2Term：22011-2012年2011-2012課程描述：Course Overview：大學(xué)物理，是大學(xué)理工科類的一門基礎(chǔ)課程，通過課程的學(xué)習(xí)，使學(xué)生熟悉自然界物質(zhì)的結(jié)構(gòu)，性質(zhì)，相互作用及其運動的基本規(guī)律，為后繼專業(yè)基礎(chǔ)與專業(yè)課程的學(xué)習(xí)及進一步獲取有關(guān)知識奠定必要的物理基礎(chǔ)。大學(xué)物理包括經(jīng)典物理和近代物理，其中經(jīng)典物理包括：運動，流體，熱，聲，光，電，磁等；現(xiàn)代物理包括:相對論，原子結(jié)

17、構(gòu)，量子論，核物理，基本粒子學(xué)。Physics is a basic course for undergraduates of science and engineering. In this course, students can get familiar with the structure, nature and interaction of matters in nature and basic laws of their motions, laying a necessary physical foundation for learning subsequent basic and

18、 professional courses and for further acquiring relevant knowledge. Physics includes classical physics and modern physics, where classical physics include: exercise, fluids, heat, sound, light, electricity, magnetism, etc.; modern physics, including: the theory of relativity, atomic structure, quant

19、um theory, nuclear physics, elementary particle physics.課程目標：Course Objectives：1使學(xué)生對物質(zhì)的基本結(jié)構(gòu)、基本相互作用、基本運動形式與規(guī)律形成較完整的認識，To let students have a complete understanding of the basic structure, fundamental interactions and basic form and law of motion of matters; 2培養(yǎng)學(xué)生辯證唯物主義的思想方法和先進的自然觀與科學(xué)觀To train student

20、s way of thinking of dialectical materialism and advanced view of nature and science; 3幫助學(xué)生掌握研究物質(zhì)運動規(guī)律的基本方法，提高自學(xué)、研究和創(chuàng)新能力。To help students to master the basic methods for studying the law of motion of matters and improve their capacities in respect of self-study, research and innovation; 成績評定：Achievem

21、ent assessment：考核采用平時成績與期中考試、期末考試，理論與實踐相結(jié)合的方式Assessment is conducted by way of combination of usual performance, midterm examination, final examination, theory and practice. 1: 平時成績：10%,形式有課堂考勤和課堂作業(yè)。Usual performance: 10%, in the form of class attendance and class work. 2：期中考試：20%，形式為筆試。Midterm exam

22、ination: 20%, in the form of written examination. 3：期末考試：70%，形式為筆試。Final examination: 70%, in the form of written examination.筆試：期中卷面100分，按20%折合成績，考試時間為120分鐘。期末卷面100分，按70%折合成績，考試時間為120分鐘。Written examination: 100 scores for midterm examination, which will be converted into results at the percentage o

23、f 20%, and the examination time is 120 minutes;100 scores for final examination, which will be converted into results at the percentage of 70%, and the examination time is 120 minutes;課程名稱：幾何與代數(shù)（48學(xué)時）Course name：Geometry & Algebra（48hours）學(xué)期:2Term：2 學(xué)年：2011-2012年Academic year：2011-2012課程描述：Cours

24、e Overview：幾何與代數(shù)是高等學(xué)校工科本科各專業(yè)學(xué)生的一門必修的重要基礎(chǔ)理論課，是數(shù)學(xué)的一個分支，它的研究對象是向量、向量空間、線性變換和有限維的線性方程組。由于線性問題廣泛存在于科學(xué)技術(shù)的各個領(lǐng)域，而某些非線性問題在一定條件下可以轉(zhuǎn)化為線性問題，因此本課程所介紹的方法廣泛地應(yīng)用于各個領(lǐng)域。Linear algebra is an important basic theory course compulsory for undergraduates of all engineering majors of institutions of higher education. It is

25、a branch of mathematics and its research objects are vector, vector space, linear transformation and finite dimensional linear simultaneous equations. Since the linear problem is widely used in various fields of science and technology and some nonlinear problems can be transformed into linear proble

26、ms under certain conditions, the methods described in this course are widely used in various fields. 課程目標：Course Objectives：1.通過教學(xué)，使學(xué)生掌握線性代數(shù)的基本理論與方法To let students master the basic theories and methods of linear algebra in learning;2.培養(yǎng)學(xué)生應(yīng)用線性代數(shù)的數(shù)學(xué)方法去解決實際問題的能力To train students ability to solve practi

27、cal problems with the mathematical methods of linear algebra; 3為學(xué)習(xí)相關(guān)課程進一步擴大數(shù)學(xué)知識面并奠定必要的數(shù)學(xué)基礎(chǔ)To further expand the mathematical knowledge and lay a necessary mathematical foundation for relevant courses.成績評定：Achievement assessment：考核采用平時成績與期末考試，理論與實踐相結(jié)合的方式Assessment is conducted by way of combination o

28、f usual performance, final examination, theory and practice. 1: 平時成績：30%,形式有課堂考勤、回答問題和課堂作業(yè)。Usual performance: 30%, in the form of class attendance and class work. 2：期末考試：70%，形式為筆試。Final examination: 70%, in the form of written examination.筆試：卷面100分，按70%折合成績，考試時間為120分鐘。100 scores for final examinatio

29、n, which will be converted into results at the percentage of 70%, and the examination time is 120 minutes;課程名稱：工程制圖（48+32學(xué)時）Course name：Engineering Drawing 1（48+32hours）學(xué)期:1&2Term：1&2學(xué)年：2011-2012年Academic year：2011-2012課程描述：Course Overview：工程制圖是高等學(xué)校工科專業(yè)的技術(shù)基礎(chǔ)課。分為兩個部分來上課，第一個部分是研究在平面上用圖形表示形體和解決

30、空間幾何問題的理論和方法的學(xué)科，其內(nèi)容包括畫法幾何、制圖基礎(chǔ)、專業(yè)制圖三個部分。畫法幾何的內(nèi)容還包含投影變換、截交線、相貫線和展開圖等。投影基礎(chǔ)部分以點線面、立體截交、相貫、組合體等內(nèi)容。同時工程制圖是機械制圖的投影理論基礎(chǔ)，它應(yīng)用投影的方法研究多面正投影圖、軸測圖、透視圖和標高投影圖的繪制原理，其中多面正投影圖是主要研究內(nèi)容。第二個部分研究了CAD的畫法及制圖基本知識，包括點、直線及平面的投影，立體的投影，軸測圖，組合體視圖，機件的常用表達方法，標準件和常用件、零件圖，裝配圖，計算機交互繪圖系統(tǒng)，計算機繪制二維平面圖，計算機繪制三維立體圖。課程目標：Course Objectives：1掌握

31、投影原理及其應(yīng)用To master projection principles and their application；2培養(yǎng)對三維形象的邏輯思維和形象思維能力To train the logical thinking and image thinking skills ability for three-dimensional images;3貫徹制圖標準，進行繪制工程圖的基礎(chǔ)訓(xùn)練To implement drawing standards and conduct basic training for drawing engineering drawings; 4掌握繪制和閱讀工程圖樣的

32、方法To master the methods for drawing and reading engineering drawings;5掌握徒手繪圖的基本技術(shù)To master the basic techniques of freehand drawing;6 熟練掌握CAD畫圖的專業(yè)知識，并且能夠熟練運用CAD畫圖軟件進行計算機內(nèi)二維三維圖紙的繪制。成績評定：Achievement assessment：考核采用平時成績與期末考試，理論與實踐相結(jié)合的方式Assessment is conducted by way of combination of usual performance,

33、 final examination, theory and practice. 1: 平時成績：30%,形式有課堂考勤、回答問題和課堂作業(yè)。Usual performance: 30%, in the form of class attendance and class work. 2：期末考試：70%，形式為筆試與上機畫圖。Final examination: 70%, in the form of written examination and drawn on the computer.筆試：卷面100分，按70%折合成績，考試時間為120分鐘。100 scores for final

34、 examination, which will be converted into results at the percentage of 70%, and the examination time is 120 minutes;課程名稱：理論力學(xué)Course name：Theoretical Mechanics學(xué)期:3Term：32012-2013年2012-2013課程描述：Course Overview：理論力學(xué)主要研究剛體的力學(xué)性能及運行規(guī)律，是力學(xué)的基礎(chǔ)學(xué)科，由靜力學(xué)、運動學(xué)和動力學(xué)三大部分組成。靜力學(xué)部分介紹靜力學(xué)基本概念和公理、物理受力分析方法、平面匯交力系、力矩和力偶矩、平

35、面任意力系的合成與平衡問題以及摩擦的基本理論、有摩擦存在的平衡問題的分析方法。運動學(xué)部分介紹了點的運動合成，科氏加速度，剛體平面運動的速度分析方法，剛體平面運動的加速度分析方法。動力學(xué)介紹了其基本概念包括動量定理，質(zhì)心運動定理，剛體對于定點的動量矩定理，剛體對于質(zhì)心的動量矩定理：動能、勢能、動能定理，達朗貝爾原理，虛位移原理及其在靜力分析中的應(yīng)用。單自由度系統(tǒng)振動方程與振動特征量等。課程目標：Course Objectives：1掌握經(jīng)典力學(xué)的基本理論和基本方法To grasp the basic theories and methods of classical mechanics; 2運用

36、理論和方法解決一些簡單的工程實際問題To apply the theories and methods to solve some simple practical engineering problems;3為后續(xù)課程打下堅實的力學(xué)理論基礎(chǔ)To lay a theoretical foundation of solid mechanics for subsequent courses; 成績評定：Achievement assessment：考核采用平時成績與期末考試，理論與實踐相結(jié)合的方式Assessment is conducted by way of combination of us

37、ual performance, final examination, theory and practice. 1: 平時成績：30%,形式有課堂考勤、回答問題和課堂作業(yè)。Usual performance: 30%, in the form of class attendance and class work. 2：期末考試：70%，形式為筆試。Final examination: 70%, in the form of written examination.筆試：卷面100分，按70%折合成績，考試時間為120分鐘。100 scores for final examination, w

38、hich will be converted into results at the percentage of 70%, and the examination time is 120 minutes;課程名稱：測量學(xué)Course name：Surveying學(xué)期:2Term：22011-2012年2011-2012課程描述：Course Overview：課程內(nèi)容包括水準測量、角度測量、距離測量與直線定向、測量誤差的基本知識、小區(qū)域控制測量、大比例尺地形圖的測繪、地形圖的應(yīng)用、施工測量的基本工作、工業(yè)與民用建筑施工測量、道路工程測量、“3S”技術(shù)的集成與應(yīng)用簡介等。The course c

39、ontents include leveling surveying, angular surveying, range survey and linear orientation, basic knowledge of survey error, small regional control survey, surveying and mapping of large-scale topographic maps, application of topographic map, basic work of construction survey, construction survey fo

40、r industrial and civil buildings, road engineering survey, brief introduction to the integration and application of "3S" technology, etc.課程目標：Course Objectives：1能夠理解測繪的基本概念、基本理論和方法To understand the basic concepts, theories and methods of surveying and mapping;2能夠使用各種常規(guī)測量儀器和工具做基本的工程測量工作，能夠?qū)?/p>

41、測量數(shù)據(jù)進行處理To be able to use a variety of conventional surveying instruments and tools for basic engineering survey;3了解測繪圖的成圖過程與測繪方法，熟練地閱讀和應(yīng)用地圖To understand the mapping process and mapping methods and to proficiently read and apply maps;成績評定：Achievement assessment：考核采用平時成績與期末考試，理論與實踐相結(jié)合的方式Assessment is

42、 conducted by way of combination of usual performance, final examination, theory and practice. 1: 平時成績：30%,形式有課堂考勤、回答問題和課堂作業(yè)。Usual performance: 30%, in the form of class attendance and class work. 2：期末考試：70%，形式為筆試。Final examination: 70%, in the form of written examination.筆試：卷面100分，按70%折合成績，考試時間為120

43、分鐘。100 scores for final examination, which will be converted into results at the percentage of 70%, and the examination time is 120 minutes;課程名稱：大學(xué)物理2(64學(xué)時) Course name：Physics 2（64hours）學(xué)期:3Term：3學(xué)年：2012-2013年Academic year：2012-2013課程描述：Course Overview：在大學(xué)物理1的基礎(chǔ)上，進一步介紹自然界物質(zhì)的結(jié)構(gòu)，性質(zhì)，相互作用及其運動的基本規(guī)律，并加深了

44、對經(jīng)典物理、近代物理重點的介紹，為后繼專業(yè)基礎(chǔ)與專業(yè)課程的學(xué)習(xí)及進一步獲取有關(guān)知識奠定必要的物理基礎(chǔ)。It further introduces the structure, nature and interaction of matters in nature and basic laws of their motions and deepens the introduction to classical physics and modern physics on the basis of College Physics 1, laying a necessary physical foun

45、dation for learning subsequent basic and professional courses and for further acquiring relevant knowledge. 課程目標：Course Objectives：1掌握物理學(xué)基本知識、基本概念、基本規(guī)律和基本方法To master the basic knowledge, concepts, laws and methods of physics; 2了解當代物理學(xué)發(fā)展概況、了解當代高新技術(shù)發(fā)展的物理基礎(chǔ)To understand the development overview of mode

46、rn physics and to understand the physical foundation for contemporary high-tech development; 3幫助學(xué)生掌握研究物質(zhì)運動規(guī)律的基本方法，提高自學(xué)、研究和創(chuàng)新能力。To help students to master the basic methods for studying the laws of motion of matters and improve their capacities in respect of self-study, research and innovation;成績評定：A

47、chievement assessment：考核采用平時成績與期中考試、期末考試，理論與實踐相結(jié)合的方式Assessment is conducted by way of combination of usual performance, midterm examination, final examination, theory and practice. 1: 平時成績：10%,形式有課堂考勤和課堂作業(yè)。Usual performance: 10%, in the form of class attendance and class work. 2：期中考試：15%，形式為筆試。Midte

48、rm examination: 15%, in the form of written examination. 3：期末考試：75%，形式為筆試。Final examination: 75%, in the form of written examination.筆試：期中卷面100分，按15%折合成績，考試時間為120分鐘。期末卷面100分，按75%折合成績，考試時間為120分鐘。Written examination: 100 scores for midterm examination, which will be converted into results at the perce

49、ntage of 15%, and the examination time is 120 minutes;100 scores for final examination, which will be converted into results at the percentage of 75%, and the examination time is 120 minutes;課程名稱：概率論與數(shù)理統(tǒng)計（48學(xué)時）Course name：Probability Theory and Mathematical Statistics（48hours）學(xué)期:3Term：3學(xué)年：2012-2013年

50、Academic year：2012-2013課程描述：Course Overview：該課程的主要內(nèi)容包括：概率論的基本概念、隨機變量及其概率分布、數(shù)字特征、大數(shù)定律與中心極限定理、統(tǒng)計量及其概率分布、參數(shù)估計和假設(shè)檢驗、回歸分析、方差分析、馬爾科夫鏈等。The main contents of this course include: basic concepts of probability theory, random variables and their probability distribution, digital features, law of large numbers

51、 and central limit theorem, statistic and its probability distribution, parameter estimation and hypothesis testing, regression analysis, analysis of variance, Markov chain, etc.課程目標：Course Objectives：1通過教學(xué)，使學(xué)生掌握概率與統(tǒng)計的基本理論與方法To let students master the basic theories and methods of probability and st

52、atistics through teaching; 2掌握一些分析和處理隨機現(xiàn)象的能力To master the ability to analyze and process random phenomena; 3使學(xué)生運用科學(xué)的思維去解決生活中復(fù)雜的隨機現(xiàn)象To allow students to use scientific thinking to solve complex random phenomena in life;4為學(xué)習(xí)相關(guān)課程進一步擴大數(shù)學(xué)知識面并奠定必要的數(shù)學(xué)基礎(chǔ)To further expand the mathematical knowledge and lay a

53、 necessary mathematical foundation for relevant courses.成績評定：Achievement assessment：考核采用平時成績與期末考試，理論與實踐相結(jié)合的方式Assessment is conducted by way of combination of usual performance, final examination, theory and practice. 1: 平時成績：30%,形式有課堂考勤、回答問題和課堂作業(yè)。Usual performance: 30%, in the form of class attendan

54、ce and class work. 2：期末考試：70%，形式為筆試。Final examination: 70%, in the form of written examination.筆試：卷面100分，按70%折合成績，考試時間為120分鐘。100 scores for final examination, which will be converted into results at the percentage of 70%, and the examination time is 120 minutes;課程名稱：材料力學(xué)（64學(xué)時）Course name：Material Me

55、chanics（64hours）學(xué)期:4Term：4學(xué)年：2012-2013年Academic year：2012-2013課程描述：Course Overview：本課程先研究桿件在拉壓、扭轉(zhuǎn)和彎曲等基本變形下的內(nèi)力、應(yīng)力、變形和強度、剛度計算及超靜定問題。，然后講述應(yīng)力狀態(tài)、強度理論、組合變形和連接件的強度計算，繼而一次講述考慮材料塑性的極限分析、能量法、壓桿穩(wěn)定和動荷載及交變應(yīng)力等內(nèi)容。This course introduces the bar in tension and compression, torsion and bending deformation under force

56、, stress, deformation and strength, stiffness calculation and hyperstatic problem, then tells the calculation of stress state, the strength theory, combination of deformation and strength of connections. Then turn on the extreme plasticity analysis, energy method, stability and dynamic load and alternating stress content.課程目標：Course Objectives：1 材料力學(xué)的主要課程目標是為未來的工程師提供分析和設(shè)計不同機械