- Joined
- Jun 21, 2003
I am not an expert, but my impression is that in reality none of this has any relevance or application to anything so complicated as figure skating. In the case of Jupiter — visible to the naked eye, arduously studied for millennia, and close enough that it presents a detailed disc even with the kind of telescopes that they had in the 1600s — just eye-balling while appealing to the pendulum clock that had just been invented was quite adequate for any practical or scientific purpose of the time.Obviously they don't put sensors on Jupiter or the exoplanets themselves. So what techniques do they use to measure the rotations?
And are they measuring rotation with respect to a fixed point or to the orbit of the planet doing the rotating or to a point on earth, which is traveling?
Could similar techniques be used on a smaller scale to measure jump rotation? And if so, would it be cost effective to do so?
For up-to-the-minute searches for exoplanets circling stars a billion miles away, the method is actually pretty cool. As the planet rotates, information recovered from spectrographic analysis of chemicals in its atmosphere is blue-shifted on the edge of the planet that is turning toward the viewer and red-shifted on the side that is turning away, due to doppler effects. In principle you could measure how fast a skater in a white costume is spinning by comparing the redness of her red side with the blueness of the blue.
As for your first question, astronomers would try to calculate the actual number of rotations with respect to the distant fixed stars, which calculations are possible due to the detailed knowledge that we have of the motions of the earth (camera).
For figure skating, I think the best plan in theory would be to mount a stationary camera way high in the air (build taller skating arenas) that could cover the whole ice surface at once. This would minimize distortions of perceptions in angular measurement and would eliminate moving camera complications The role of the sensors would be to determine the exact times of lift-off and landing. Cheap except for the part about building taller buildings.


