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02-17-2010, 06:01 AM
 FuzzyTomCat Silver Member Join Date: Jun 2008 Posts: 620
Redirect from - COP 17 Heater | Rosemary Ainslie | Part 2

http://www.energeticforum.com/85386-post242.html
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 So back to magnets. They will always conjoin with other magnets and, given ideal circumstances, the north of one magnet will conjoin to the south of another. That's its strongest connection. So these magnetic dipoles may align north to south. That means they'd all line up to make a string. But if the string were to stay 'open' with the first and last magnetic dipole somehow unconnected - then that string would not be strong. It's best - it's most symmetrical arrangement would be to form a loop where the last magnet in the string would join up with the first magnet in that string. And that would then describe a closed loop or a circle. This is in line with Faraday's 'lines of force' which he used to conceptualise the shape of the field.
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http://www.energeticforum.com/85388-post243.html
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 And another point about magnets. They always move in a straight line away from or towards another magnet - depending on their polar or charge positions. This indicates that they also obey the laws of charge. In the same way it is proposed that these magnetic dipoles also obey the laws of charge. It has been proposed that the magnetic dipoles are moving at pace - so much so that light itself cannot find them. In as much as it is proposed that they form closed strings then these strings must be orbiting - and orbiting at some extreme velocity that outpaces a photon. Something more than 300 000 kilometers per second. But more to the point. If the north stays north and the south stays south then those fields must also be orbiting in the same direction. To keep to that coherence of charge that is evident in a magnetic field then there must also be a shared justification. They must thereby move in synch and in step always from the north and to the south and then through the magnet from the south and to the north - and so on. Forever. But why move at all? Could it be that the field is somehow steady and having reached a rest state - some condition of perfectly balanced charge distribution then the field simply becomes static? This would conflict with the evidence. If the field were static we would be able to find those particles. Light would, of necessity bounce off them in some way to expose them. Therefore it is proposed that it is their velocity combined with their size that renders them invisible. So the question then is what is it in the field that renders it unable to reach this 'rest state'.
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http://www.energeticforum.com/85390-post244.html
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 And here we return to those laws of charge. If the strings themselves have a perfect charge distribution being north to south - head to toe - all the way along the length of each circle then the adjacent strings would also have that same distribution. If the one magnetic dipole were aligned with an adjacent string where its magnetic dipole corresponded with that of the first string - then the two norths and the two souths - placed as they would be, shoulder to shoulder, would repel each other. The one may move away from that 'like charge' and in moving it also moves all the magnetic dipoles in that string. This need to adjust and re-adjust would involve a cascading series of interactions that would propel all the strings in the entire field to continually orbit. In effect the field, compring more than one closed string of orbiting magnetic dipoles may be compelled to continually adjust its position and the combined effect would induce that extraordinary velocity that keeps the particles themselves from detection by light.
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http://www.energeticforum.com/85396-post245.html
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 Which all seems to indicate much about a magnetic field but says nothing about the relevance to current flow. Indulge me. I have tried to describe current flow in isolation and the exercise failed. It seems the links in these arguments are required. As a brief overview it's been proposed that a magnetic field may comprise magnetic dipolar tachyons that orbit in coherent and structured fields that comprise strings that conjoin to form circles which then orbit with a single justification. These particles obey the laws of charge. Now I need to reference the actual orbit itself and must do so with reference to Bell's theorems. I know nothing about the math. All I understand with perfect clarity - is his conclusion. 'The statistical predictions of the quantum theories ...cannot be upheld with local hidden variables.' What this says is that unless there is some perfect symmetry - something that is invariably applied at the most profound and elementary level - then quantum mechanics would have failed. And it has not failed. Their predictions are precisely accurate in all aspects and to extraordinary degrees of accuracy. Therefore the question is this. What is that 'invariable' condition of the field that calls for the consistency required to make quantum theories so accurate?
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http://www.energeticforum.com/85400-post246.html
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 And as suggested in the previous paragraph, this is related to the effect of an orbiting field and the relationship of each particle in the field. In effect it describes a symmetry that is really jolly profound. The particles would all be moving in one direction or with a single justification. This justification relates to the charge of the field. Always forwards, never backwards, always right to left or left to right. Never does it move in two directions - else there would not be the clear distinction between the north and south poles of a permanent magnet and these two properties are always perfectly defined. But the orbit itself holds a paradox. There is that within an orbit that suggests perfect neutrality. If one drew a line through the centre of an orbiting magnetic field - anywhere at all - and provided it always goes through the centre of the field, then one half on the orbit would precisely oppose the other half. If one half goes forwards the other half goes backwards. If the one half is moving to the left the other is moving to the right. This suggests that the field is neutral but the justification of each magnetic dipole also presupposes a 'charge' property - or a single direction in space. So any magnetic field would also have a perfect charge distribution and that would render the field neutral. But its particles, assuming they comprise the field, would in fact be charged. Each part of the field is therefore charged. Yet the entire field is also entirely neutral.
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http://www.energeticforum.com/85615-post276.html
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 According to Bell, quatum theories need an underlying symmetry or some fundamental rule that is required - else their sums wouldn't work. I've said this before. What is now evident is that the magnetic field may provide just such a uniform field - a single particle moving in one direction inside an orbiting string with many such strings making that field. There is certainly a breathtaking symmetry - not only to the strings, but in their inter relationship with each particle and with each particle in that bigger field. Just a whole lot of necklaces of magnetic dipoles spinning in space and moving at speed and simply distributing their particles in a really balanced way to ensure that the whole field has a balanced charge. Now I need to suggest something else. Let us assume that 'in the beginning' there was nothing but this great big toroid - a whole universe of these particles. Imagine, if you will, that each string is so long that it wraps around and inside all of space. It takes the shape of an enormous toroid and this is the boundary, so to speak, of all that is or was. Just a great big magnetic field. The question is this. What would happen then if through some chance event one of those dipoles separated from each other and became free moving magnetic monopoles? Or what would happen if one of those strings broke - or if God Himself reached in and simply snipped one of those necklaces apart? Here's the proposal. Those little dipoles are simply little magnets. They'd be somehow expelled from that very uniform arrangement - that balanced condition inside the toroid - and the string would simply tumble together, like the magnets they are - and they would congregate in some form or some condition that no longer was able to 'manage' that orbit - that uniform charge distribution - in the initial magnetic field. In effect it would generate a 'singularity' and it would result in something that looks like a nebula.
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http://www.energeticforum.com/85620-post277.html
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 And then the next question? What form would those dipoles take once they are outside the whole of the field? To get to this answer I need to digress. Just for now - imagine that we have a machine that throws stones. Here's the rule. The force of the throw is constant. And there are no extraneous conditions of air resistance or wind or anything at all. It throws these stones inside a vacuum. That means, that all things being equal, then the bigger the stone the shorter the distance thrown. And conversely, the smaller the stone the further the distance thrown. That's logical. I'll get back to this point. But what I actually need to first concentrate on is an 'interactive constraint'. If the stone were too big then the machine could not lift it to throw it. And in the same way, if the stone was too small then the machine could not detect it to throw it. That's what the model refers to as a boundary constraint. The condition of size would threby limit the interactive capability of the machine. In the same way I'm proposing that if these little magnets in a broken string - tumbled out of the field and congregated into vast nebulae then what makes them visible and would it then be 'out of range' or 'outside the boundary constraint' of the magnetic dipoles in the field surrounding the nebula?
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