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先修课程、其它学习要求
Pre-requisites or Other
Academic Requirements
MA102B 高等数学(下)A Calculus II A
MSE001 材 料 科 学 与 工 程 基 础 Fundamentals of Materials Science and
Engineering
MSE203 晶体学 Crystallography
后续课程、其它学习规划
Courses for which this course
is a pre-requisite
本课程是材料科学与工程专业基础课,是必修课;其他非材料专业的学生如果想
学习有关材料物理和性能的基础知识,也可以选修本课程。
This course is a required fundamental major course for the students in
MSE. Other non-MSE students also can register this course if they want
to study the basic knowledge on physics and properties of materials.
其它要求修读本课程的学系
Cross-listing Dept.
物理系,电子系,化学系
Depts. of Physics, Electrical Engineering, and Chemistry
本课程的设置是为了达到让学生获得材料科学与工程的基础理论,材料物理性能的基础知识,以及应用这些理
论和知识设计材料和器件的基本技能的目的。材料物理是材料科学与工程专业的一门主要专业基础课。本课程
教授了解材料性能所必需的物理基础理论,包括电子论和能带论,材料的电,磁,光,热等性能,这些性能的
评价方法,及其与材料结构的关系;同时介绍基于这些性能的器件,应用,以及未来的发展前景。
The purpose of this course is to let students get the basic theory of materials science and
engineering, the basic knowledge on the physical properties of materials, and the basic skill to
design materials and devices based on the knowledge they have learned from this course. The
Physics of Materials is an important fundamental course and is required for all the students
with major in Materials Science and Engineering. This course covers the basic theory for
understanding the properties of materials, including electron theory and band theory in solids.
It also introduces the electrical, magnetic, optical, and thermal properties of materials, the
characterization of these properties, and their relationship with the structures of materials.
The state-of-art devices, applications, and futures based on materials properties will also be
introduced.
通过本课程的学习,学生应掌握基本的材料物理理论,材料性能与原子和电子结构的关系,以及研究材料物理
性能的基本方法;了解半导体材料和器件,光学材料和器件,磁学材料和器件的基本原理;能够用所学知识为
特定的应用选择材料和设计器件结构。
After finishing this course students should be familiar with the basic theory of solid
materials, the relationship between material properties and atomic and electronic structures,
and the methodology to study the physical properties of materials. Students should also
understand the basic principles of semiconductor materials and devices, optical materials and
devices, and magnetic materials and devices, and should have the ability to select materials for
particular applications.
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.)