-
大一学年各课程的课程描述
数学分析(一)
:
< br>通过本课程的教学,
使学生深刻认识极限的思想和方法,
正确理解微积分学的基本概念和定
理,
系统掌握分析学中的论证
方法,
获得熟练的演算技能和分析理论应用能力,
也可以使学<
/p>
生在更高层次上更加深入地理解中学数学的实质。为进一步学习后续课程打下扎实的基础。
数学分析(
1
)包括:函数的概念及其
性质、确界原理、数列极限与函数极限、连续函数与
导数、微分中值定理及其应用、实数
集完备性的基本定理。
Through this
course, students will deeply understand the ideas
and methods of limits, correctly
understand
the
basic
concepts
and
theorems
of
calculus,
master
the
argumentation
of
analytics. Students will
obtain calculus skills and application ability,
they can also get in-depth
understanding of mathematics, which lay
a solid foundation for further studies.
Mathematical analysis (1):
the concept and nature of the function, supremum
principle, limit
and
the
functional
limit,
continuous
function
and
derivative,
Mean
Value
Theorem
and
its
applications, the fundamental theorem
of real numbers completeness.
< br>本课程是数学类各专业以及力学各专业的一门重要基础课,基本内容包括极限
论、
微分学、
积分学、
级数理论,
在教学上可分为一元微积分学、
多元微积分学、
高等分析三部分。本课程为各门后继课程如微分方程、微分几何、复变函数、实
变函数、
概率论、
基础物理、
理论力学等提供必
需的基础知识和基本能力及思维
方法的训练,为以后的学习、研究和应用打好基础。
p>
Mathematical Analysis
This
course
is
an
important
basic
course
for
mathematics
major
and
the
mechanics
major, including theory, differential calculus,
calculus, series theory. This
course
can be divided into 3 parts: the dollar calculus,
the multivariate calculus and
the
higher
Analysis.
It
provides
basic
knowledge
and
skills
for
the
future
learning,
research and application of all
subsequent courses, such as doors equation,
differential
geometry,
complex
function,
functions
of
real
variable,
probability
theory,
basic
physics and theoretical mechanics.
Coordinate
Geometry
:
主要内容有:向
量代数、空间的平面和直线、特殊曲面和二次曲面、一般二次曲
面和一般二次曲面。
p>
主要内容分为四章。
第一章是向量代数,
主
要介绍向量的线
性运算、向量的内积、向量的外积、向量的混合积和双重外积。第二章是
平面与
直线,
通过引入空间直角坐标系,
用向量和坐标两种方法研究有关平面和空间直
线的问题。第三章是特殊曲面与二次曲面
,研究球面、柱面、锥面及旋转曲面的
一般性质;
也讨论了椭球
面等五种二次曲面的标准方程及其图形的几何形状;
介
绍了由几
个曲面围成的空间区域简图的画法。
第四章是一般二次曲线和
一般二次曲面的讨论,
主要讨论一般二次曲线的在
正交变换下的
不变量及不变性质。
The
main
content:
vector
algebra,
plane
and
linear
space,
special
surfaces
and
secondary
surfaces,
general
quadratic
surfaces
and
general
quadric
surface.
This
course is mainly divided into four
chapters.
The
first
chapter
is
about
vector
algebra,
introduces
the
vector
of
linear
operations,
inner
product
of
vectors,
vector
outer
product,
vector
product
and
double
mixed
exterior product.
The second chapter is about plane and
straight line, through the introduction of space
Cartesian coordinate system,
it tells
how to
use
vector
and
coordinates
to
solve the
plane and space
linear problems.
Chapter
III
is
about
the
special
surface
and
the
second
surface
of
sphere,
cylinder,
cone, and the general
nature
of surface of revolution; it also
discussed the ellipsoid
surface
such
as
a
standard
of
five
quadratic
equations
and
graphics
geometry;
introduced the technique of painting
diagrams of space region.
Chapter IV
discusses the general quadratic curve and the
general quadric, focuses on
the
invariant and the nature of the non-variable of
general quadratic curve under the
orthogonal transformation situation.
大学英语二:
通过现代语言学的教学
理论,
教学英语语言学、
应用技能、
学
习策略与跨文化交
际。目标是提高学生的综合能力
,
尤其是听力和口语
,
帮助他们适应社会的发展与<
/p>
国际交流的需要。
这学期的重点是阅读
练习
,
要求学生阅读各种素材。总共有
8
单元:学习方式、
价值观念、代沟、虚拟世界、克服困难、妇
女是半边天、学习英语、保护我们的
环境。
College English:
Teach
students
the
English
linguistry,
productive
skill,
learning
strategy
and
intercultural communication with the
guideline of modern linguistics and instructional
theory. We aim to improve their overall
ability, especially the listening and speaking,
help them to adapt to the social
development and international exchange.
The main point
of this term is reading practice, students are
required to read multiple
materials. 8
Units are teaches in this term: Ways of learning,
Values, The generation
gap,
the
virtual
world,
Overcoming
obstacles,
Women
the
half
sky,
Learning
about
English, Protecting our environment.
计算机基础
本课程研究一些计算机科学的基本观点。
课程与作业包括以下主题
,
如硬件组织、
互联网、计算机编程
,
极限的计算和图形。
This
course
examines
some
of
the
fundamental
ideas
of
the
science
of
computing.
Lectures and hands-on assignments cover
a wide variety of topics such as hardware
organization, the Internet, computer
programming, limits of computing, and graphics.
军事理论
:
本课程是大学生的一门必修课,希望通过本课程的学习,使同学们了
解有关军事理论和军事知识;了解世界军事形势;了解中国国防的历史与现状;
达到
增强国防观念和国家安全意识,
强化爱国主义,
促进大学生综合
素质的提高
Military
Theory:
This
course
is
a
required
course
for
college
students,
we
hope
students
can
learn
more
about
military
theory
and
military
knowledge
through
learning
this
course;
understand
the
world
military
situation;
understand
the
history
and
current
situation
of
China's
national
defense;
to
strengthen
the
awareness
of
national defense and national security,
strengthen patriotism and improve the overall
quality of students.
思想道德与修养及法律基础
以马列主
义、
毛泽东思想、
邓小平理论和
“
p>
三个代表
”
重要思想为指导,
以人生观、
价值观、道德观、法制观、实践观教育为主线,引导大学生加强自
身思想道德修
养,增强社会主义法制观念和法律意识,提高思想政治素质。
Basic
course
of
ideological
and
ethical
stand
ards
&
Law
:
< br>
Based
on
the
Marxism-Leninism,
Maoism,
Deng Xiaoping Theory, and the important
thoughts
of
“Three Represents”, use the philosophy,
sense of worth, moral outlook, legal sense,
and
practical
sense
education
as
the
masterstroke,
lead
the
university
students
to
improve
their
cultivation
of
ethical
thought,
increase
the
ideas
of
socialistic
legal
consciousness,
and
raise
the
inner
quality
of
ideological
standards
and
political
awareness.
体育(健美操)
:
本课程要求学生掌握健美操的
基础理论知识及基本动作的技术
要点,
学习并掌握利用健美操运
动健身,
塑身的练习方法与手段,
并能够持之一
恒加以练习,为终生体育锻炼打下良好基础。
P.E.
(calisthenics)
:
The
course
requires
students
to
master
the
basic
theory
of
aerobics and basic technical points, to
learn body shaping method, and be able to hold
one of the constant practices, in order
to lay a good foundation for lifelong physical
activity
形势与政策:
课程的基本内容:全面
运用马克思主义、毛泽东思想、邓小平理论和
“
三个代表
”
重要思想正确分析当今国际国内发生的重大经济、
< br>政治、
军事和社会问题,
等等。
Situation
and
Policy:
the
content
of
this
subject
includes
comprehensively
use
the
Marxism,
Maoism,
Deng
Xiaoping
Theory,
and
important
thoughts
of
“Three
Represent
Theory”
to
analyze
the
international
and
national
material
economy,
political,
military, and social problems etc.
数学分析习题课(
1
)
本课利用习题课这种教学形式,
引导学生深入理解课程内容
,
启发学生深入思考,
扩大学生知识视野,力求使学生达到举一
反三、由小见大、由表及里的境界,较
快地熟悉高等数学的思想方法.
< br>
Exercises
Lecture
of
Mathematical
Analysis:
In
the
form
of
exercise
classes,
we
guide
students
to
understand
the
curriculum,
inspire
students
to
think
deeply
and
expand
their
visions.
We
hope
students
can
learn
how
to
drawing
inferences
about
other cases from one
instance, be Familiar with the thinking method of
mathematics.