大家對哪個專題較有興趣呢? 請二擇一.
票數較高的項目將成為第一屆研討會的專題.
不打算參加的人請不要投票.
《天文農莊第一屆天文物理研討會》專題投票
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- 紅巨星
- 文章: 460
- 註冊時間: 週六 23 4月, 2005 15:07
- 來自: UCSD
- 聯繫:
-
- 紅巨星
- 文章: 460
- 註冊時間: 週六 23 4月, 2005 15:07
- 來自: UCSD
- 聯繫:
I heard that the high school syllabus has been changed a lot...so what would be the minimal math requirement (or recommended knowledge)??
1. vector: decomposition(A^=Ax x^+ Ay x^ + Az z^),addition, dot product
2. differentiation: e.g. rate of change: displacement => velocity => acceleration
3. coordinates systems in 2D (or 3D): cartisian, polar(r, theta, phi)
I think there are not much math requirement of special relativity.
For GR, it's better for us to know what exactly audience want to know about the topic. Here are some examples:
1. Basic idea: Principle of Equivalence
2. Some "classical tests" of GR:
a. Bending of star light near Sun
b. 水星進動
3. Some applications/observations/predictions (less math)
a. Global Positioning System (GPS)
b. Gravitation Waves 重力波
c. Gravitational Redshift 重力紅移
d. Gravitational lensing 重力透鏡
4. Some theoretical topics (more math)
a. Tidal force (潮汐力)
b. Measure of curvature
c. Measure of distance : line element,g metric
d. Geodesics (測地線)
e. Orbits in GR (no more kepler's laws...), Light orbit
f. Einstein's Field Equation (***Hardest***)
g. Some solutions to the field equation: physics of black holes
5. Observational aspects of GR
a. Decreasing period of binary neutron stars
b. Frame dragging
...
6. Topics on Cosmology (宇宙學)
a. Cosmological Principle
b. Friedmann Equations
...
So there are many many topics that can be chosen for the talk. Just pick something you want to know more~
1. vector: decomposition(A^=Ax x^+ Ay x^ + Az z^),addition, dot product
2. differentiation: e.g. rate of change: displacement => velocity => acceleration
3. coordinates systems in 2D (or 3D): cartisian, polar(r, theta, phi)
I think there are not much math requirement of special relativity.
For GR, it's better for us to know what exactly audience want to know about the topic. Here are some examples:
1. Basic idea: Principle of Equivalence
2. Some "classical tests" of GR:
a. Bending of star light near Sun
b. 水星進動
3. Some applications/observations/predictions (less math)
a. Global Positioning System (GPS)
b. Gravitation Waves 重力波
c. Gravitational Redshift 重力紅移
d. Gravitational lensing 重力透鏡
4. Some theoretical topics (more math)
a. Tidal force (潮汐力)
b. Measure of curvature
c. Measure of distance : line element,g metric
d. Geodesics (測地線)
e. Orbits in GR (no more kepler's laws...), Light orbit
f. Einstein's Field Equation (***Hardest***)
g. Some solutions to the field equation: physics of black holes
5. Observational aspects of GR
a. Decreasing period of binary neutron stars
b. Frame dragging
...
6. Topics on Cosmology (宇宙學)
a. Cosmological Principle
b. Friedmann Equations
...
So there are many many topics that can be chosen for the talk. Just pick something you want to know more~
Re: 《天文農莊第一屆天文物理研討會》專題投票
WenXP 寫:大家對哪個專題較有興趣呢? 請二擇一.
票數較高的項目將成為第一屆研討會的專題.
不打算參加的人請不要投票.
WenXP,15:30 研討會一
17:00 茶點, 乒乓球, 自由活動
17:30 研討會二
可否Clarify以上的投票是其中的一個研討會的專題, 還是兩個研討會都圍繞這個專題呢 ?
Re: 《天文農莊第一屆天文物理研討會》專題投票
後者是也!!Tony234 寫:WenXP,
可否Clarify以上的投票是其中的一個研討會的專題, 還是兩個研討會都圍繞這個專題呢 ?
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