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先修课程、其它学习要求
Pre-requisites or Other
Academic Requirements
量子力学 I (PHY206-15),近代光学(PHY307)
Introduction to Quantum Mechanics (PHY206-15), Modern Optics (PHY307)
后续课程、其它学习规划
Courses for which this course
is a pre-requisite
其它要求修读本课程的学系
Cross-listing Dept.
The course covers the optical physics of solid state materials. It begins with the classical description of optical
propagation and reflectivity. It then covers the treatment of absorption and luminescence by quantum theory, and the
modifications caused by excitonic effects. The phenomena are illustrated by discussing the optical properties of
insulators, semiconductors, and metals. The infrared properties of ionic systems are discussed, and the course
concludes with a brief introduction to nonlinear crystals.
本课程主要涉及固体材料的光学性质,课程从固体材料中的光传输和反射经典描述开始,接着用量子理论处理固体材料中
光的吸收和发光问题,又进一步说明和讨论绝缘体,半导体,和金属等材料的光学性质和物理现象,此外还讨论离子系统
的红外特性,最后简单介绍一下非线性晶体的一些内容。
The aims of the course are as follows:
to understand the classical theory of light propagation in solid state materials;
to understand the quantum theory of absorption and emission in solids;
to appreciate the importance of excitonic effects in solids;
to understand the origin of nonlinear optical effects in crystals.
掌握固体材料中光传播的经典理论,掌握固体材料中的光吸收和发射的量子理论,
认识固体中激子效应的重要性,掌握晶体中的非线性效应的基本原理。
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.)