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|    sci.space.science    |    Space and planetary science and related    |    1,217 messages    |
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|    Message 61 of 1,217    |
|    Morenga to All    |
|    Re: Oceanographers Catch First Wave Of G    |
|    31 Jul 03 04:57:59    |
      From: no@spam.net              > (In fact, for bodies inside their Roche's limit, there are points       >where the net gravitational acceleration is "outward," which is why such       bodies       >may fall apart if the tidal forces exceed that body's tensile strength.)              Now one thing that always fascinated me about this Roche limit is the       question       of what would happen if two bodies of exactly equal mass would cross each       other's       "Roche limit". I mean is the Roche limit different for each pairing or is it       a total       boundary, similar to the "event horizon" of a black hole?              But the bottom line of my questions was actually on wether such a       gravitational       map as that one produced by Grace would even make sense, given that all       these factors constantly change the earth's grav appearance.       Wouldn't they have to keep updating that mapp all the time?                     >There is _no_ reliable evidence that volcanism has occurred on the Moon       >in aeons. There is evidence for occasional lava upwellings after asteroid       >impacts, but that is not the same as volcanism.              Well I read of hot gas erruptions and even moon quaked having been measured       w/o any meteorite impacts. An they said these where caused by grav tides       from the earth' influence on the moon.                     >The tidal deformation of the body of the Earth is called an "earth tide,"       >just as the tidal deformation of the ocean is called an "ocean tide."              Now wouldn't all these grav tides suffice to destract the streams of matter       flowing inside the body liquid of the inner earth?              Regards        Morenga              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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