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【更新進度】23-24 s1/s2/ss 科目列表已上傳。
【更新進度】23-24 s1/s2/ss 的科目評價已更新。[2/7/2024]

PHYS 4460 相對論  Relativity

Course Code

PHYS 4460

PHYS4460

科目名稱

Relativity 相對論  

教員

Professor LI Tjonnie Guang Feng

[官方介紹]

[學術著作]

學  分

課程性質

PHYS 選修科

同科其他選

 

Workload

l   PAPERHOMEWORK

l   TUTORIAL / PRESENTATION

l   MIDTERM

l   FINAL EXAM

好重

1

 

平均

 

 

極輕

 

評價教學內容

#1 1. Content is difficult. 2.HIs lecture and lecture notes are useless.  3.He doesn't willing to prepare for his lecture or teach, turns out very poor teaching quality. 4. Homework is way difficult then lecture or teaching materials. 5.By scale, he taught materials at the level of primary school, assign you to do secondary school homework, and university level of Final exam.

評價教員教學

#1 The worst among my university career, lack of responsibility, preparation and enthusiasm. Not only unprepared lecture, useless lecture notes (obviously copy several phrases from reference in point form), too difficult homework and insanely hard final exam, he always finish the lecture quickly and the final exam starts not even finish the teaching period. These  phenomenon reveal his extremely poor teaching quality.

CUSIS科目資料

Description

This course serves as an introduction to the central ideas of the theory of general relativity. The theory of special relativity is also reviewed and its geometric formulation will be introduced. Topics in the theory of special relativity include: Lorentz transformation, relativistic kinematics and dynamics, spacetime interval. Elements of differential geometry such as metric, vectors, covariant differentiation and curvature will also be introduced. Topics in the general theory of relativity include: gravity as spacetime curvature, geodesic equation, Einstein’s equations, Schwarzschild metric, black holes, gravitational waves, and cosmological models.

 

Learning Outcome

1.describe and explain the basic concepts and foundation of special and genera relativity

2.analyze and solve problems in relativistic mechanics

3.manage the basic concepts of differential geometry required in general relativity

4.analyze physics in curved spacetime

5.identify important applications of relativity and explain strong-gravity physical phenomena

其他資料

2019Sem2:學位 50|註冊 33|剩餘 17

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