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先修课程、其它学习要求
Pre-requisites or Other
Academic Requirements
BIO201 生物化学 I
Biochemistry (Metabolism)
后续课程、其它学习规划
Courses for which this course
is a pre-requisite
本课程为生物科学、生物信息学和生物技术专业基础课,是绝大部分应用到新陈代谢的先
修课程;非生物系学生如果对生物化学和新陈代谢有兴趣,也可选修本课程。
This course should be taken by everyone contemplating doing Biological
Sciences,Bioinformatics or Biotechnology in the following years and it is a prerequisite
for courses that have metabolism as an important component. It should however also be
suitable for non-specialists, i.e. for all those students who are interested in Biochemistry
and Metabolism.
其它要求修读本课程的学系
Cross-listing Dept.
本课程旨在确保南科大生物系学生掌握生命的基本过程—新陈代谢,亦即生物体从环境摄取营养物转变为自身物质和能
量,同时将自身原有组成转变为废物排出到环境中的不断更新的过程。同时,通过讲解目前用于生物化学领域的研究方
法,结合研究热点,对教材内容进行深入讲解。通过本课程的学习,学生可以掌握合成代谢和分解代谢的基本原理,较为
详细地理解物质和能量在生物体内转化的过程和功用,以及该领域的主要研究方法和思路。希望通过对生物化学 II 的学
习,学生们能更深入地了解生物化学 I 中大分子为何如此构造,实现从分子动力学原理到系统功能的跨越。这样在以后的
研究和工作过程中,学生们可以采用生物化学的研究思路发现和解决问题,并且能够更进一步拓展到其他实际应用中去。
The purpose of this course is to ensure that the students can master the basic process of life-metabolism which means
that organism uptake nutrition as its material and energy, while their original composition secretion is discharged to the
environment. Moreover, I will elucidate the content of the textbook in detail through explaining the current research
methods used in biochemistry and combined with research hotspots. Through this course, students can master the basic
principle of anabolism and catabolism and understanding the process of the material and energy conversion and
functions in living organisms, as well as the main areas of research methods and ideas. It is hoped that through the study
of biochemistry II, students will be able to know more about how the macromolecules are constructed in biochemistry I so
as to achieve the leap from the molecular dynamics principle to the system function. Thus, in the future research and
work process, students can use biochemical research ideas to find and solve problems, and can expand to other
practical applications.
通过本课程的学习,学生们将掌握生命的基本过程—新陈代谢。掌握合成代谢和分解代谢的基本原理;生化反应能量转
换,自由能的计算;掌握糖代谢(包括糖酵解、糖异生、柠檬酸循环、氧化磷酸化、戊糖磷酸化途径),脂代谢等重要新
陈代谢过程;掌握能量代谢在器官间及细胞内的协调;各器官的能量供求及相互关系。
Through studying this course, students will master the basic process of life – metabolism, and master the basic principle
of anabolic metabolism and catabolism; the biochemical reaction energy conversion, the calculation of free energy, the
glycometabolism (including glycolysis, gluconeogenesis, citric acid cycle, oxidative phosphorylation, pentose phosphate
pathway), lipid metabolism, and other important metabolic processes, and grasp the coordination of energy metabolism
in the organs and cells, energy supply and demand of each organ and their interrelation.
课程内容及教学日历 (如授课语言以英文为主,则课程内容介绍可以用英文;如团队教学或模块教学,教学日历须注明
主讲人)
Course Contents (in Parts/Chapters/Sections/Weeks. Please notify name of instructor for course section(s), if
this is a team teaching or module course.)