Originally posted by: SchrodingersDog
He is Thundarr, the Barbarian!
Darn you, get out of my memories, Schrodingers Demon Dogs!
Originally posted by: SchrodingersDog
He is Thundarr, the Barbarian!
Originally posted by: wacki
I was reading an article about the asteroid that at one point was thought might hit in 2029 (and now they say won't) and it also said that they ruled out a moon impact.
Which got me wondering. What would happen if an asteroid smashed into the moon and let's say it hits in a Deathstar-like manner and completely shatters the moon into tiny pieces, none of which have any significant earth impact. So, the only effect to consider is the fact that there is no longer a moon.
What happens then?
Originally posted by: Gibsons
The moon stabilizes the Earths rotation axis.
You sure about that? Afaik, Mercury and Venus have stable rotations without a moon.
Sufficient moons are now considered a requirement for development and sustainment of life on a planet.
cite for this?
Without the moon, Earth would wobble now and then. This would expose some of its surface to the sun for like half a year, continuosly. Then it would have night for half a year.
Where does the energy come from to make it wobble?
Originally posted by: jagec
Originally posted by: Paratus
Now which weighs more a pound of uranium or a pound of hydrogen?![]()
trick question. They both have the same mass (assuming you mean lbm), but the pound of hydrogen would "weigh" a lot less on a standard spring scale (or balance).
This was discussed in a previous HT thread (that I'm too lazy to search for). The answer I remember was that it wouldn't suddenly "slosh" back because inertial forces and existing gravitational forces would slow it down. Tides are caused by a difference in distance from a source of gravity. Every day the "water from everyplace" is already swinging a larger amount due to lunar tides (from -1*lt to 1*lt) than would swing from the moon's disappearance (from -1*lt to 0*lt or from 1*lt to 0*lt ).Originally posted by: ahurtt
wouldn't all the water from everyplace where it was high tide suddenly "slosh" back causing huge tsunamis?
Originally posted by: L00PY
This was discussed in a previous HT thread (that I'm too lazy to search for). The answer I remember was that it wouldn't suddenly "slosh" back because inertial forces and existing gravitational forces would slow it down. Tides are caused by a difference in distance from a source of gravity. Every day the "water from everyplace" is already swinging a larger amount due to lunar tides (from -1*lt to 1*lt) than would swing from the moon's disappearance (from -1*lt to 0*lt or from 1*lt to 0*lt ).Originally posted by: ahurtt
wouldn't all the water from everyplace where it was high tide suddenly "slosh" back causing huge tsunamis?
Originally posted by: ahurtt
Originally posted by: L00PY
This was discussed in a previous HT thread (that I'm too lazy to search for). The answer I remember was that it wouldn't suddenly "slosh" back because inertial forces and existing gravitational forces would slow it down. Tides are caused by a difference in distance from a source of gravity. Every day the "water from everyplace" is already swinging a larger amount due to lunar tides (from -1*lt to 1*lt) than would swing from the moon's disappearance (from -1*lt to 0*lt or from 1*lt to 0*lt ).Originally posted by: ahurtt
wouldn't all the water from everyplace where it was high tide suddenly "slosh" back causing huge tsunamis?
Yep I understand that. But that change from -1*lt to 1*lt happens gradually / incrementally as the earth spins and the moon rotates around it. Like stretching a rubber band between two pencils by slowly moving them more distant from each other and then gradually relaxing the rubber band by slowly moving them back together until the rubber band is in its "relaxed" state. Well, some point on the earth is always like the rubber band at the streched state (1*lt) while an opposite part is like in the relaxed state (-1*lt). Points in between are at different levels of "stretch" between -1 and 1. Gradually the -1 part becomes 1 and vice versa as the earth spins. . .Now remove the moons gravity suddenly, as if one of the pencils (the "moon" pencil) broke. What happens to that rubber band (the water)? SNAP it flies very rapidy to it's 0 state.
Originally posted by: DrPizza
Originally posted by: ahurtt
Originally posted by: L00PY
This was discussed in a previous HT thread (that I'm too lazy to search for). The answer I remember was that it wouldn't suddenly "slosh" back because inertial forces and existing gravitational forces would slow it down. Tides are caused by a difference in distance from a source of gravity. Every day the "water from everyplace" is already swinging a larger amount due to lunar tides (from -1*lt to 1*lt) than would swing from the moon's disappearance (from -1*lt to 0*lt or from 1*lt to 0*lt ).Originally posted by: ahurtt
wouldn't all the water from everyplace where it was high tide suddenly "slosh" back causing huge tsunamis?
Yep I understand that. But that change from -1*lt to 1*lt happens gradually / incrementally as the earth spins and the moon rotates around it. Like stretching a rubber band between two pencils by slowly moving them more distant from each other and then gradually relaxing the rubber band by slowly moving them back together until the rubber band is in its "relaxed" state. Well, some point on the earth is always like the rubber band at the streched state (1*lt) while an opposite part is like in the relaxed state (-1*lt). Points in between are at different levels of "stretch" between -1 and 1. Gradually the -1 part becomes 1 and vice versa as the earth spins. . .Now remove the moons gravity suddenly, as if one of the pencils (the "moon" pencil) broke. What happens to that rubber band (the water)? SNAP it flies very rapidy to it's 0 state.
But
1. the earth (rubberband if it were) is barely stretched at all. I recall in the other thread I had looked up the amount of deformation... it's probably less than you'd believe.
2. The earth is NOT a rubberband. Push your hand down on memory foam. Remove your hand. Where's the "snap" back to its original shape? The earth isn't made of memory foam either, of course.
3. Now, suppose we want to debate anyway the speed that the earth would "snap" back into shape anyway.... I simply offer up this question: Why isn't the bulge directly centered under the moon (and on the opposite side of the earth)... instead, there's a slight lag.
Incidentally, this whole topic was covered quite a bit last year
here
