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What causes angular momentum in rotating bodies |
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| Jun13-12, 11:08 AM | #1 |
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What causes angular momentum in rotating bodies
Starting at BB everything moves outwards with linear momentum so unless the BB event was rotating where does the angular momentum come from, the earth rotates, it orbits the sun, the galaxy is rotating and the sun orbiting within it. So it seems that angular momentum is the norm for bodies within the universe yet apparently the universe itself does not spin.
If the earths orbit is due to spacetime curvature where does its spin come from and that of all rotating bodies. Linear momentum is a conserved quantity unless acted upon by an external force. What outside forces acted upon the origional linear momentum? |
| Jun13-12, 02:27 PM | #2 |
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| Jun13-12, 02:52 PM | #3 |
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| Jun13-12, 04:30 PM | #4 |
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What causes angular momentum in rotating bodiesThis explanation begs the question, where did that initial angular momentum come from? The standard explanation for that is gravity gradient torque. That standard explanation isn't quite standing up to scrutiny, however. The numbers apparently aren't quite right. This is an exciting time for those who study solar system and galaxy formation. There are lots of open questions, and that means lots of opportunities for a thesis and continued research. |
| Jun13-12, 09:28 PM | #5 |
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The total angular momentum of the universe could be zero, that doesn't rule out any local variations.
What about the numbers doesn't add up? And the observed clumping and large-scale structure isn't consistent with a homogeneous uniform outward expansion; or is it? |
| Jun13-12, 10:31 PM | #6 |
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Conservation of angular momentum is critical for the formation of the disk, but it also presents some problems. If angular momentum was conserved during star formation it would put the brakes on the formation of the star. Forming stars need some mechanism to put the brakes on angular momentum. There are a number of proposed mechanisms by which forming stars shed excess angular momentum, but as far as I know there isn't a consensus explanation yet. |
| Jun13-12, 11:45 PM | #7 |
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Maybe it does put the brakes on star formation. Could it be that you must form stars from only very slowly spinning gas clouds? I don't see a problem with that.
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| Jun14-12, 05:41 AM | #8 |
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I realise the BB was not an explosion in space but as everything is apparently moving away from everything else presumably in a linear direction then something must have started things spinning from the beginning, pure linear motion would not allow anything to form in the universe.
I posted the question because I read somewhere that there is a problem in accounting for all angular momentum seen. There is also the problem with Venus as it spins in the opposite direction to other planets. I can see how the origional gas/dust cloud of the solar system can orbit the sun but I dont see how the coming together of the same causing planetary spin unless all particles were already spinning in the same direction otherwise spin of one would tend to cancel spin of another. I have also read that the ignition of the sun would cause a shockwave through the dust cloud which would cause linear motion away from the sun which would also have to be countered. |
| Jun14-12, 08:22 AM | #9 |
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One problem is that the Hubble expansion is a very large scale phenomenon. The attractive nature of gravitation dominates over the expansion at shorter distances, where "shorter distances" means the size of a cluster of galaxies. Gravitation dominates over the expansion at the scale of the formation of a single galaxy, and complete dominates at the scale of the formation of a star. In short, you are ignoring gravity. The expansion has little, if any, effect on small scale structures such as galaxies. A star system is a tiny, tiny structure compared to the scale at which expansion dominates over gravitation. Another problem is that just because the net angular momentum of a collection of objects is zero does not mean that the angular momentum of each object is zero. So where does this angular momentum come from? One answer is gravitation. Because gravitation is an inverse square force, two bodies interacting gravitationally can exert torques on one another. We see this right here on the Earth in the oceanic tides and in the 26,000 year lunisolar precession of the Earth's rotation. Both phenomena are caused by tidal torques. These tidal torques, aka gravity gradient torques, also act on larger scale objects in space such as clouds of gas. Tidal torques spin up clouds of gas of all sizes, from the huge primordial clouds that eventually became our galaxies down to the smaller clouds from which stars form. The nice, wrapped up in a pretty box with a ribbon and and bow picture you get in high school and even undergraduate science classes is never quite right. There would be no point in getting a PhD if a science was fully understood and comprehensible at the undergraduate level. Fortunately, there is not one branch of science that is fully understood. There are lots and lots of opportunities for PhD candidates of all sorts to extend their selected field. The same applies to the inner planets to a less extent. Whether it fully explains the rotation rates of the inner planets is an open question. |
| Jun14-12, 08:23 AM | #10 |
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The expansion of space is not a linear movement through space. It is a rate of expansion, where things further away from each other recede faster and accelerate quicker than they do for things closer to each other. Simple linear movement does not address this.
As for the angular momentum, it is possible for a gas cloud to have a non zero angular momentum that must be conserved during collapse. This is responsible for the rotation of the sun and the orbital direction of the planets. However the issue with Venus is much more of a question of how the planets formed and the early history of the solar system. Perhaps a large planetary body impacted it, forcing its spin in the opposite direction? What little spin it has at least. If I remember correctly Venus has a very very slow rate of spin. |
| Jun15-12, 10:49 AM | #11 |
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Coming back to Venus, you are right about its spin apparently its spin is slower than its orbit i.e its day is longer than its year. The strange thing as far as I have read is thats its lower atmosphere spins the same way as the planet but its upper atmos. spins the same way as the other planets. This obviously comes to the question is there an outside as yet unknown force acting on it, I would guess that the planets spin, being so slow now, may be slowing down and could possibly change direction to fit in with the rest of the solar system. Just guessing that at some point in the past the rate of venus's spin would have been closer to that of the other planets. I will admit that I only know the rate of the earths spin. Would I be right in thinking the sun being the center should have the fastest rotation rate and has it?
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| Jun15-12, 11:55 AM | #12 |
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| Jun15-12, 02:14 PM | #13 |
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Any and all pointers / help greatly appreciated. Regards, Noel. |
| Jun15-12, 02:44 PM | #14 |
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I watched a TV program last night that mentioned galaxy formation is not entirely understood nor is the relationship between supermassive black holes and galaxy formation. It appears the while the outer planets and stars of galaxies are not in our era coupled to supermassive black holes at galactic centers, they were coupled in the past. There is a mathematical relationship of that coupling that remains today.
Also, dark matter filaments are, I believe, still thought to figure in galaxy formation but that process is apparently not entirely understodd yet either. So as DH noted, lots more to learn. |
| Jun15-12, 02:53 PM | #15 |
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After much mathematical manipulation, one arrives atAnd that's for the torque exerted by a point mass on some other object. And yes, it takes a lot of mathematical manipulation just to get that simple result. It's a real mess if the attractor is also lumpy. Here, [itex]\vec N[/itex] is the torque on the object, [itex]\mu[/itex] is the product G*M, where M is the mass of the central (point) mass, [itex]r[/itex] is the distance between the point mass and the center of mass of the object, [itex]\hat r[/itex] is the unit vector from the point mass to the object's CoM (or reverse; it doesn't matter), and I is the object's moment of inertia tensor. Note that the torque is zero if the object has a spherical mass distribution because [itex]\mathbf I \,\hat r[/itex] is parallel to [itex]\hat r[/itex]. But that's only valid if the central mass is a point mass (or equivalently, it has a spherical mass distribution). If an object with a spherical mass distribution exerts a torque on some other object with non-spherical mass distribution, that other object must exert a torque back on the first object spherical mass distribution to conserve angular momentum. |
| Jun16-12, 04:09 AM | #16 |
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Thanks D H. Very much appreciated.
Regards, Noel. |
| Jun18-12, 03:56 AM | #17 |
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DH thanks for the honest answers, its nice to find someone willing to admit there are holes in our knowledge even with something as close to home as the solar system.
Orbits are obviously caused by gravitation but I still fail to see how planetary spin can be caused by gravity, at least spin much greater than 1 per orbit, say similar to the moon. Is it known whether any of the plantets are losing/gaining spin. |
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