Let us assume that you now remain standing at the equator and let the Earth rotate normally. It begins rotating from west to east.
Turn to the right and point your nose directly toward the source. Polaris then remains on the horizon on your right side, but Capella and Alnilam appear to set in the west after 6 hours.
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Initial situation |
6 hours later |
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Another way to view the situation is closer to the Earth's surface. At the beginning, the situation is this.
Seen looking from north toward south, the situation looks like this.
Within six hours, Alnilam and Capella descend from their upper culmination toward the horizon, reaching the horizon exactly six hours later.
Seen from the north, the situation looks like this. I have drawn the horizon as curved here so you can better imagine the real situation. Of course, the horizon appears all around you in every direction.
The stars that have set in the west remain hidden on the far side of the Earth for the next 12 hours. After that, they rise again in the east and, 24 hours after the start of the Earth's rotation, are once again at their upper culmination.
When a star is at its upper culmination, meaning at its highest altitude above the horizon, it is either directly south or directly north of you. Another way to say the same thing is that when a star is at upper culmination, its projection point on Earth is either directly south or north of you. If a star is at the zenith, its projection point is beneath your feet and the star is directly above your head.
If this is initially confusing, this may help. Take a globe in your hand and point its North Pole toward a ceiling lamp directly above you. The ceiling lamp corresponds to Polaris.
A table lamp or another object in the corner of the room at the same height as your globe (relative to the floor) corresponds to Alnilam. Place a small plush toy or toy soldier at the North Pole of the globe and imagine it walking from there to the equator. From which direction does the toy see Polaris first, and then the Alnilam equivalent? What if the toy Earth rotates around its axis?
Hamburg VII 2026