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Lancer
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Oregon Coast, USA! or Bohol, Philippines!
Apr 1999 time: 05:18
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"A figment of the imagination of those who wrongly believe that gravity is a force like any other"
KH, that's interesting. Though I'm sure you can make such a statement based on science, I had the same inclination as a gut feeling. How can a bit of something go out to another bit of matter and pull on it? First it has to go outward, and then when it gets there it has to pull towards itself.
Lots of things push, yes? Light, sound waves, wind... When wind hits you it continues in the same direction as it went in when
it travels towards you. It doesn't blow to you and then, when it gets to you, push you in the direction it came from. That's what gravity does. It seems to obey a different set of laws entirely. I call these laws, the 'WTF' laws.
Also, consider a wind that blows in all directions from every bit of matter in existance...man, it makes my brain hurt. 
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Adalbertus
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Cologne, Germany
Feb 2001 time: 06:18
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quote: Lots of things push, yes? Light, sound waves, wind... When wind |
The fundamental forces (gravity, electromagnetism, weak and strong interaction) don't work like a wind. It's, for the last three, an exchange of "virtual" particles which are constantly emitted and absorbed by a charged body. "Virtual", because they locally violate conservation of energy, but the time these particles "exist" is so short that the violation is permitted by the uncertainty relation. Unlike a wind, this can also result in an attraction.
I'm not working in this areas, so I cannot give an explanation on how everything "really" works, even if an explanation exists in a form other than three books of maths.
The best working theory for gravity, General Relativity, explains the gravitational attraction by a curvature of spacetime. So the moon moves along a straight line but the straight line is curved in spacetime (which is one problem many people have with Relativity: It requires a geometry different from what we are used to, with our three space dimensions and one time dimension which are entirely separated. Relativity mixes this up a bit).
quote: What about magnetic monopoles? |
Some physicists firmly believe in them, some don't. I don't. We'll have to see.
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Rogan Josh
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KH: Why don't you like the graviton? It seems a nice, perfectly natural extension of the ideas which Adalbertus has already explained (about virtual force carriers) to gravity.
Let me add one point. All of these force carrying particles come about from the requirement that symmetries be local. For example, it was observed that quantum mechanics has a U(1) symmetry: basically, physical observables only depend on the modulus squared of the wavefunction, so you can multiply all the wavefunctions everywhere by a constant phase exp(i*phi) and get exactly the same results. However, since special relativity tells us that we cannot send information faster than the speed of light, we cannot change the wavefunction everywhere at the same time (indeed, what does 'the same time' even mean?). Logically then, the symmetry should be 'local': we should be able to change the phase of the wavefunction locally (at a point) without affecting the results. When you look through the equations, you find that in order to do this you need to have an extra particle, which, in this case is the photon.
Similarly, the insistence of SU(2) symmetry and SU(3) symmetry leads to the requirement of the W and Z bosons and the gluin respectively, all now seen in experiment. Amazing!!!
Now, one of the exciting things in particle physics these days is the search for Supersymmetry: that there is an extra fundamental symmetry of the universe, between bosons and fermions (particles with different spins). Global supersymmtry answers a lot of problems we have with the current models and is present in all string theories. However, the really exciting thing, to my mind, is that in order to make supersymmetry local, we need a new particle (just like before) which is the graviton. We can explain gravity as local supersymmerty!!! Even more amazing!!!
The really intreguing question is: why is gravity so weak?
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Lancer
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Oregon Coast, USA! or Bohol, Philippines!
Apr 1999 time: 05:18
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LightEning, 14 Billion years, with a B. With the new components the Hubble telescope will be able to look back 13 billion years, "possibly to the first light."
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Lung
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of my princess Anastasia!
Mar 1999 time: 15:18
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quote: Originally posted by Boddington's
It seems that physicists don't have a clue what makes gravity and make up rules and theories...
How can a force be exerted on me without any other properties at all... |
Because there is no force. "Gravitational force" is a misnomer, as the term "force" is used to describe the effects of gravity, albeit incorrectly. It's not easy to understand, but the secret lies in the curvature of spacetime. From our 3-dimensional perspective, celestial bodies orbit in ellipses around larger celestial objects, but in 4-dimensional spacetime, they are effectively moving in a straight line! Put another way - what is the shortest route between New York and London? Is it straight across the water, or is it through the earth? On a flat world map, airline routes appear to curve, but on a globe, they go straight (at least on the surface).
Dimensionally, we are to space what a map is to the globe. These may not be the best analogies, but they might give you a better perspective.
*awaits correction from Ramo* 
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Lung
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of my princess Anastasia!
Mar 1999 time: 15:18
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Another way to look at it is this:
If you walk along the equator and see a longitudinal line perpendicular to the equator. Just to be sure, you measure the angle, and sure enough, it's 90 degrees. You walk another couple of hundred miles, and you see another. Again, you find it's 90 degrees. You turn and follow the longitudinal all the way to the north pole, only to find the other longitudinal line you passed earlier! However, if they were the same angle, they must be parrallel, right? Wrong. Why? Because you've applied 2 dimnesional geometry to a 3-dimensional world. Applying 3-dimensional geometry to 4-dimensional spacetime will also fail. in other words, your straight line is another dimension's curve.
At least that's my understanding of the geometry of multidimensional spacetime 
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Rogan Josh
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There seems to be some confusion here which has been caused by Einstein (he was always a problem). Einstein's theory of gravity is actually not valid at the quantum level. It is not a quantised theory and makes no attempt to be so you should think of it as relating to gravity as Maxwell's equations relate to electromagnetism (Maxwell's equations incidentaly are relativistically invariant despite being published before Einstein's theory of special relativity!).
Furthermore, the idea of virtual particles is a little bit misleading if you delve too far into it. It is just a nice physical way of picturing things thought up by Feynman, but strictly speaking it is just an interpretation of the field theory. Strictly speaking all particles are virtual, or at least one can never see a 'real' one because real particles, by definition, have infinite life-times - or rather live infinitely long without interacting with anything. The very act of seeing a particle renders it virtual (if you see what I mean).
The physical picture of virtual particle exchange mediating forces is often explained by analogy. Imagine 2 skaters on the ice, facing each other but some distance apart. One has a heavy ball, which he throws to the other. The act of throwing the ball will push him backwards (because he pushes the ball forwards) and the other guy will also be pushed backwards because when he catches the ball. Therefore it looks like they have a repulsive force between them. Indeed, if they continuously throw balls at each other they will be continually repulsed. (This analogy is of course going to brea down for attractive forces.)
Now, it is actually a bit more complicted than that, because a source is throwing out these 'balls' in all directions. Therefore the intensity of these balls passing a point will go down like the square of the distance, and this is exactly why the electromagnetic (and gravitational) force goes like 1/r^2.
I am of course simplifying things, but that is the basic idea.
If you want to have a geometrical and quantum description of gravity you have to learn some string theory....
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