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Dürer & 測距儀2022d132 教科書風 e038 物体の速度測定 前半 first half
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timekagura
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Two target locations are depicted along the equator. ChatGPT
2024-01-11 22:07:13![](https://s.togetter.com/static/web/img/placeholder.gif)
The target locations also undergo rotational movement within this diagram. Therefore, arrows are drawn pointing towards the positions for each second along the equator to consider the scenario at the equator initially. ChatGPT
2024-01-11 22:08:08![](https://s.togetter.com/static/web/img/placeholder.gif)
Due to the presence of gravity, the trajectory of the projectile is depicted with a purple-colored parabola. ChatGPT
2024-01-11 22:08:30![](https://s.togetter.com/static/web/img/placeholder.gif)
砲弾が飛んでる着弾までの時間 考慮して 1つの目標点は 発射位置が 居たとこに 近付き もう1つの目標点は 発射位置が 居たとこから 遠くに離れるから 弾道時間が 異なる
2024-01-11 22:09:09![](https://s.togetter.com/static/web/img/placeholder.gif)
Considering the time it takes for the projectile to reach its target, one target point approaches the launch position, while the other target point moves away from the launch position.
2024-01-11 22:09:17![](https://s.togetter.com/static/web/img/placeholder.gif)
Consequently, the ballistic time for each target point differs. ChatGPT
2024-01-11 22:09:29![](https://s.togetter.com/static/web/img/placeholder.gif)
発射位置は 発射時刻のだけ Green で 描いて 赤道上の 目標2箇所は 発射時刻と 発射から1秒後を 回転矢印で描いた
2024-01-11 22:09:45![](https://s.togetter.com/static/web/img/placeholder.gif)
The launch position is depicted in green at the launch time. The two target points along the equator are represented by rotation arrows, indicating the launch time and one second after launch. ChatGPT
2024-01-11 22:09:54![](https://s.togetter.com/static/web/img/placeholder.gif)
レーザー光線で 赤道上の目標2箇所を狙うときも t=0の発射時刻から 目標到達までの 必要時間が違うのが この絵図で わかる
2024-01-11 22:10:14![](https://s.togetter.com/static/web/img/placeholder.gif)
レーザー発射地点と 赤道上の目標2箇所は 回転運動しているので 同じ慣性系とは言えないが 位置関係は いつも一緒である 同じ 円筒表面で 距離も 変わらない
2024-01-11 22:10:40![](https://s.togetter.com/static/web/img/placeholder.gif)
While the laser emission point and the two target locations along the equator undergo rotational motion, it cannot be asserted that they are in the exact same inertial frame.
2024-01-11 22:10:48![](https://s.togetter.com/static/web/img/placeholder.gif)
Nevertheless, their spatial relationship remains constant, always situated on the same cylindrical surface, and the distances do not change. ChatGPT
2024-01-11 22:11:01