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Plus 51 science talks. |
What exactly is one looking at, when looking at the dark spot of a sunspot?
Is it the 'surface' of the sun, or the 'inside' of the sun? |
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Stupid fact, we (our body) radiates more heat per square inch than same area on the sun does. |
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Not sure what you guys are talking about, but a torus shape can exist and does.
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When it got to that we both said we think or gave opinions. Only time I have even heard of such is in a theory of the shape of the universe itself "doubtful but depends on who you follow" or in a 4-d or larger dimensional universe. So please do share as I am highly curious now. |
Nobody mentioned digging a hole to China yet? ;)
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someone is intrigued after watching that "travel to the center of the earth" movie uh??
</lol> |
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But a tire inner tube is a simple torus shape. Higher dimension torus shapes may or may not exist though if that is what you guys are referring to. |
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what in the human body is donut shaped with a hole in the center. Keep in mind the talk was about a true donut shape with a void in the center. I know say some parts of the blood are almost torus or donut shaped but they have a center still. |
In the middle you would be torn apart and become hot sexy magma.
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Furthermore, a theory when used by a serious scientist is not some willy nilly half-assed guess, but an educated hypothesis based on a lot of evidence. So don't dismiss it that quickly unless you have something better to offer in it's place. |
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I guess we had in mind a planetoid of solid matter in the shape of a torus |
Haven't read the rest of this thread yet... because I am lazy, but...
Assuming no air resistance, you would oscillate about the center of the Earth. The gravitational force acts like a Hooke's Law force, since the force you feel is proportional to your position: (distance from center, i.e. r) If there were air resistance, look up damped oscillators. In one damped oscillator situation, you would oscillate about the center with progressively smaller amplitudes, until you stopped altogether at the center (amplitude 0). In another damped oscillator situation, where the air resistance is really strong, you may not even make it past the center once, you'd just come to a stop. But that all depends on the strength of the air resistance, which I don't think in this situation would be that strong. |
BUTTTTT Lets take air resistance into the equation..
You would fall, with the maximum acceleration being at the start of your fall. The acceleration would zero out at the centre of the planet, but your velocity by then would cause you to continue through, with gravity now trying to pull you in the opposite direction (back to the centre) and with its power increasing the further you went. If we neglect air resistance, your velocity would be *just* sufficient to get you to the surface on the other side of the planet, at which point you would then start falling back down. If we don't neglect air resistance, there will be a damping effect on your yo-yo'ing, causing you to 'stop' further from each surface on every oscillation. |
First off... think of forces.
The force pulling you down is gravity F(g) = Gm1m2/r Drag force is proportional to the velocity^2 (double velocity, quadruple drag). Now, you will accelerate as you move down, but the force will become increasingly smaller as you approach the center (the summation of all the forces from all the mass particles is decreasing). What will happen is you will accelerate downwards until you reach terminal velocity within your fluid (air likely). This will slowly decrease as the force will decrease. You will decelerate as terminal velocity drops (your drag force is greater than your gravity force). Then once you reach the center, you will start to decelerate even further until you stop and switch direction. With aerodynamic drag acting as a damper (this is a 2nd order diff eqn), you will likely only get a fraction of the distance past the center and slightly oscillate around that until you stop in the center. The damping is actually greater than you would think (on a large scale) Without drag, you would actually just oscillate back and forth forever. Make sense? |
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Thanks people been fun this evening, my muscle relaxers and pain pills are kicking in.
Enjoyed it d-null, jim, fucksakes, other jim, everyone. (except kandah :winkwink: ) |
Annnnnndddd, one last post, although my other posts should be pretty responsive: Assuming the usual optimal conditions, no friction etc., you would oscillate and have your maximum speed obviously in the center with over 17000miles/hour.
http://hyperphysics.phy-astr.gsu.edu.../earthole.html |
If you won?t loss speed you will continue to exchange from one side of the hole to the other.
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curious what the frequency of the oscillation would be ie. how long it would take for you to fall from this hemisphere to the surface of China, and then back again (hypothetically speaking with no air involved etc :P ) |
BBC Space has a spectacular series on space.
Here is Black Holes, it touches lots on gravity, and has one of the most current theories on black holes. http://www.veoh.com/videos/v257653TN...8436&rank= 10 The entire series is awe inspiring. |
Had to this up one more time:
All objects are attracted to the center of the Earth. If the hole runs through the center it will be rather like pulling a pendulum to one side and allowing it to settle, the pendulum oscillating back and forth. Thus you would fall in a straight line accelerating towards the center then deccelerating away from the centre until you, almost reach the other side of the earth and your velocity is zero. Then you will be drawn back, accelerating and deccelerating again, to almost where you originally fell. Each journey back and forth like the pendulum gets shorter and shorter until you settle stationery at the center of the earth. This is due to the fact that there is air in the hole which provides friction or drag. Such motion is called Damped Harmonic Motion (if the hole was in vacuum then your would not settle at the centre but would continue to execute a full simple harmonic motion) Holes not going through the center have similar effects but you would fall in a curve and bump the side of the hole half way down, as the earth trys to attract you to its centre. You will again end up half way down the hole but stuck to the side which is closest to the earth's center. http://www.physlink.com/education/askexperts/ae52.cfm |
Well I hear there is a penalty if you run into any Chinese people on your way though.
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