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is lunar effect on humans...lunacy? |
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| Mar13-12, 02:33 PM | #1 |
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is lunar effect on humans...lunacy?
I have done some reading, and found articles with little to no references (to scientific journals) that proclaim that although humans are mostly water...the moons gravitational pull has very little, if any, effect on our bodies.
I dont believe that there is more crime during full moon's, for instance...however, there are a couple of studies out there which seem to say that there is a coorelation. I'm looking for actual scientific evidence that our bodies are not physically affected. Does anyone know where I should start looking? thx |
| Mar13-12, 04:51 PM | #2 |
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The myths about the effects of the full moon are just that. Of course if someone has convinced themselves that they will be negatively affected during a full moon, they might bring trouble upon themselves.
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| Mar13-12, 05:25 PM | #3 |
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Furthermore it is irrelevant whether or not we are made of water or anything else, gravity acts on mass regardless of what that mass actually is. |
| Mar13-12, 07:28 PM | #4 |
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is lunar effect on humans...lunacy? |
| Mar13-12, 08:05 PM | #5 |
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(a) Let's assume the moon is spherical. (b) Let's assume that the moon is a constant 385 x 106 meters away. The moon's actual distance varies slightly (from around 360 x 106 to 410 x 106 m) due to the fact that it has an elliptical orbit and the fact we are on the Earth, and the Earth has its own radius and is rotating. But 385 x 106 meters is a rough approximation. The gravitational acceleration caused by our moon can be determined by [tex] a = G \frac{m}{r^2} [/tex] where G is Newton's gravitational constant, G = 6.67 x 10-11 [m3 kg-1 s-2]. The mass of the moon ,m, is 735 x 1022 kg. Plugging the numbers in gives us [tex] a = (6.67 \times 10^{-11}) \frac{7.35 \times 10^{22}}{(384 \times 10^6)^2} \mathrm{[m \ s^{-2}]} [/tex] [tex] = 0.0000332 \ \mathrm{m/s^{2}} [/tex] The direction of that acceleration depends on where the moon is, of course. If you see the moon near the horizon, the accleration is coming from that direction. If you see the moon nearly straight up, the acceleration is directed in that direction. If it's a new moon at midnight, the direction is down. Compare that to the acceleration caused by the Earth's gravitational attraction on our bodies (we being on the surface of the Earth), which is approximately [itex] 9.8 \ \mathrm{m/s^{2}} [/itex], straight down. As you can see, the moon's gravitational pull is barely a drop in the bucket, compared to the Earth's. You might have been curious about the tides. Yes, the gravitational pull from the Moon (and the Sun too) cause tides. And these tides cause the surface level of the water to raise and lower by somewhere on the order of 1 meter (roughly a meter -- of course that depends on some other geographical factors, but let's just say roughly around a meter or so, give or take.) Now consider that the average ocean depth is in the thousands of meters; ~3000-4000 meters is typical. The deepest part of an ocean is over 10,000 meters. So a tidal variation of about a meter isn't all that much. (I don't want to get into the math/physics of the tides though. It's significantly more complicated than the math used above, although it can be done.) |
| Mar13-12, 08:49 PM | #6 |
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excellent point about the water content...the people I'm discussing this with seem to liken it to the tides, and that is why they kept referring to water content. They posted some study done in india back in the late 70's that showed a coorelation between full moon and crime at three different precincts...study is here...http://www.ncbi.nlm.nih.gov/pmc/articles/PMC1444800/ I know that one statistical study means nothing...but apparently there are a couple more out there somewhere. I've read many blogs and articles (including one from scientific american) that make some excellent points on how this is just not possible. But, the references are all books. I was hoping to find some actual scientific studies that show there are NO effects. |
| Mar13-12, 08:55 PM | #7 |
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By the way, due to the Earth's rotation and the moon's revolution, the direction of the moon's gravitational pull circles all the way around in the period of just over a day. This is true even if it's a new moon or a full moon or whatever (e.g. when the moon is full, it rises in the east and sets in the west in a single night -- it doesn't just sit up in the same right ascension all night).
If you looking for any effects of gravitational pull from the moon you should look for effects that have a period of 24.878 hours. (Don't hold your breath trying to find anything though.) |
| Mar13-12, 09:12 PM | #8 |
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really appreciate it. |
| Mar13-12, 09:17 PM | #9 |
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another excellent point I hate it when facts and logic get in the way |
| Mar13-12, 09:44 PM | #10 |
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| Mar13-12, 10:24 PM | #11 |
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I see one paper that talks about crime, and another that addresses hospital acitivities.
It has been suggested before that any evidence of increased criminal activities during a full moon might be attributed to increased light levels. It's easier to commit a crime when you can see - no gravity required. |
| Mar13-12, 10:35 PM | #12 |
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So BMJ has been involved in crackpot studies in the past....good to know thx |
| Mar13-12, 10:36 PM | #13 |
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thanks so much for all the responses...lots of great information |
| Mar13-12, 10:43 PM | #14 |
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More crackpottery at the BMJ link you posted |
| Mar13-12, 10:52 PM | #15 |
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| Mar14-12, 12:20 AM | #16 |
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