Difference between revisions of "Talk:3181: Jumping Frog Radius"
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Question: Would a correct interpretation be "if a champion jumping frog were to be located just under 1.5 light-days from earth, and if there we're no other gravitational bodies nearby, and if said frog then performed its mightiest jump directly away from earth, then the frog would eventually be overcome by Earth's gravitational field and would eventually land on Earth's surface"? [[User:Pgn674|Pgn674]] ([[User talk:Pgn674|talk]]) 06:26, 16 December 2025 (UTC) | Question: Would a correct interpretation be "if a champion jumping frog were to be located just under 1.5 light-days from earth, and if there we're no other gravitational bodies nearby, and if said frog then performed its mightiest jump directly away from earth, then the frog would eventually be overcome by Earth's gravitational field and would eventually land on Earth's surface"? [[User:Pgn674|Pgn674]] ([[User talk:Pgn674|talk]]) 06:26, 16 December 2025 (UTC) | ||
:I guess that is exactly how it should be interpreted. Or more interesting if it was just outside this radius and somehow could gain exactly 4,5 m/s extra speed then it would escape Earth (if there was anything to push of against that was heavy enough to move basically only the frog forward, then that would change the mass behind the frog so... That was why I wrote gain exactly rather than jump). --[[User:Kynde|Kynde]] ([[User talk:Kynde|talk]]) 07:36, 16 December 2025 (UTC) | :I guess that is exactly how it should be interpreted. Or more interesting if it was just outside this radius and somehow could gain exactly 4,5 m/s extra speed then it would escape Earth (if there was anything to push of against that was heavy enough to move basically only the frog forward, then that would change the mass behind the frog so... That was why I wrote gain exactly rather than jump). --[[User:Kynde|Kynde]] ([[User talk:Kynde|talk]]) 07:36, 16 December 2025 (UTC) | ||
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| + | The only two variables are rjf and M, so plotting a 2 axis graph plotting the relationship between M and rjf should be possible. | ||
Revision as of 08:17, 16 December 2025
firstQwertyuiopfromdefly (talk) 05:17, 16 December 2025 (UTC)
Question: Would a correct interpretation be "if a champion jumping frog were to be located just under 1.5 light-days from earth, and if there we're no other gravitational bodies nearby, and if said frog then performed its mightiest jump directly away from earth, then the frog would eventually be overcome by Earth's gravitational field and would eventually land on Earth's surface"? Pgn674 (talk) 06:26, 16 December 2025 (UTC)
- I guess that is exactly how it should be interpreted. Or more interesting if it was just outside this radius and somehow could gain exactly 4,5 m/s extra speed then it would escape Earth (if there was anything to push of against that was heavy enough to move basically only the frog forward, then that would change the mass behind the frog so... That was why I wrote gain exactly rather than jump). --Kynde (talk) 07:36, 16 December 2025 (UTC)
The only two variables are rjf and M, so plotting a 2 axis graph plotting the relationship between M and rjf should be possible.
