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2
11.
授课方式
Delivery Method
讲授
Lectures
习题/辅导/讨论
Tutorials
实验/实习
Lab/Practical
其它(请具体注明)
Other(Please specify)
总学时
Total
学时数
Credit Hours
48 48
12.
先修课程、其它学习要求
Pre-requisites or Other
Academic Requirements
无 None
13.
后续课程、其它学习规划
Courses for which this course
is a pre-requisite
无 None
14.
其它要求修读本课程的学系
Cross-listing Dept.
无 None
教学大纲及教学日历 SYLLABUS
15. 教学目标 Course Objectives
本课程的教学目标是:解剖与生理包含传统课程体系中的人体解剖学和人体生理学两门学科的基础内容,主要涉及正常人
体形态结构与功能活动机制。本课程主要目标是帮助学生掌握基本生理知识和术语,人体主要器官的大体形态结构和空间
位置关系及其功能活动规律,学习细胞,组织,器官,系统,人体等相关知识,为后续智能医学工程课程及项目打下坚实
基础。
The main objective of this course is to give the students a fundamental understanding of the human body structures
and regular functional activities. This course mainly teaches human anatomy (structure) and physiology (function) from
an integrative perspective. This course helps the students to gain the basic knowledge and terminologies of the structure
and function of the cells, tissues, organ systems, the human body and their relationships, laying a solid foundation for
subsequent courses in Intelligent Medical Engineering and life science.
16.
预达学习成果 Learning Outcomes
通过学习,本课程预达下列学习成果:
1. 掌握人体解剖与生理的有关基本概念以及两者之间的联系。
2. 掌握不同层次结构的功能和调节。
3. 了解不同系统之间的结合和稳态。
4. 学生在理解的基础上能用自己的语言表达解剖生理学基本概念、过程及生理意义,完成课程小组汇报
5. 了解一些重要医疗器械如起搏器,脑电图,ECMO 等工作的生理学基础
After one semester of course study, we plan to achieve the following goal:
1. Master the basic concepts of human anatomy and physiology, and the connections between the anatomy
and physiology.
2. Master the structure and function of different levels of organization of the human organism.
3. Understand the integration and homeostasis of human systems.
4.
On the basis of understanding, students can use their own language to express the basic concepts,
processes, and physiological significance, and complete the course group report.
5.
Understand the physiological basis of key biomedical devices such as peacemaker, ECMO etc