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If you could throw an object very high, so high that it would take a few
hours to fall back to earth. Would it land in the same location it was thrown from or would the fact that the Earth is spinning mean that the object would land in a new location. Thanks for any help. |
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Nytecam |
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b)
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In article , Bear
wrote: If you could throw an object very high, so high that it would take a few hours to fall back to earth. Would it land in the same location it was thrown from or would the fact that the Earth is spinning mean that the object would land in a new location. Thanks for any help. Interesting question, if you negated air effects, then Newtonian physics would say that what goes straight up comes straight down. However, if the object went up really high, then the effects of frame dragging (the effect of any rotating mass on space/time/gravity) would ensure the object would come down in a slightly different place, as the Earth would have rotated round under the ejected mass's space/time location. See http://en.wikipedia.org/wiki/Frame_dragging And if its proved experimentally then Einstein was right about another aspect of general relativity! Clear Dark and Steady Skies Torcuill |
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![]() "Torcuill Torrance" wrote in message s.com__removelihgt... In article , Bear wrote: If you could throw an object very high, so high that it would take a few hours to fall back to earth. Would it land in the same location it was thrown from or would the fact that the Earth is spinning mean that the object would land in a new location. Thanks for any help. Interesting question, if you negated air effects, then Newtonian physics would say that what goes straight up comes straight down. No, it would be accellerated towards the centre of mass of the Earth, which is not quite the same thing with a rotating planet. The point it was thrown from would continue on its normal path of rotation. The object would have an initial velocity of the tangential velocity of rotation plus its vertically thrown velocity, and then would follow a curved path until it touched Earth again. I'm 99% certain b). |
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In ,
Andy Guthrie typed: The object would have an initial velocity of the tangential velocity of rotation plus its vertically thrown velocity, and then would follow a curved path until it touched Earth again. I'm 99% certain b). Or would miss the earth on its way back down and continue in an elliptical orbit. Er...I think. Jo |
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![]() "Jo" wrote in message ... In , Andy Guthrie typed: The object would have an initial velocity of the tangential velocity of rotation plus its vertically thrown velocity, and then would follow a curved path until it touched Earth again. I'm 99% certain b). Or would miss the earth on its way back down and continue in an elliptical orbit. Er...I think. I'm no rocket scientist, ahem, but I reckon that after departing from a point on the surface it could not achieve an elliptical orbit without some further powered adjustments. |
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thanks for the answers guys
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Wasn't it Andy Guthrie who wrote:
I'm no rocket scientist, ahem, but I reckon that after departing from a point on the surface it could not achieve an elliptical orbit without some further powered adjustments. No. Any thrown object follows an elliptical orbit. What they told us in school about a thrown object following a parabola would be true if we lived on a flat earth where lines of gravity were parallel. For objects thrown only a short distance, the difference between a parabolic an elliptical trajectory is negligible because gravity is close to be parallel. |
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In message , Andy Guthrie
writes "Torcuill Torrance" wrote in message us.com__removelihgt... In article , Bear wrote: If you could throw an object very high, so high that it would take a few hours to fall back to earth. Would it land in the same location it was thrown from or would the fact that the Earth is spinning mean that the object would land in a new location. Thanks for any help. Interesting question, if you negated air effects, then Newtonian physics would say that what goes straight up comes straight down. No, it would be accellerated towards the centre of mass of the Earth, which is not quite the same thing with a rotating planet. The point it was thrown from would continue on its normal path of rotation. The object would have an initial velocity of the tangential velocity of rotation plus its vertically thrown velocity, and then would follow a curved path until it touched Earth again. I'm 99% certain b). The question of velocity of rotation was argued ad nauseam on alt.babylon5.uk some years ago, and I'm fairly sure the answer was that there isn't any. Once the object is thrown it follows its own path, while the Earth rotates under it. So it won't come down where it was launched. -- Boycott Yahoo! Remove spam and invalid from address to reply. |
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