Sensation_of_physics
Student
- Joined
- Oct 15, 2009
- Messages
- 41
(...)it is not quite spherical but I doubt that will make any difference to your ideas.
After all, the Earth isn't spherical either.
(...)it is not quite spherical but I doubt that will make any difference to your ideas.
Even a cow knows that the Earth is spherical in the Bjarneverse.
I still wonder what difference it would make to his "measurements" whether the metal shell is cylindrical or spheric.
Of course not. It is possible that by a very well-planned and systematic scheme of point heating you could shape a a chaotic magnetization into a dipole field, however, any kind of random heating would not do the job. And continued heating would also revert it to chaotic.None at all
What Bjarne has yet to realise is, that the magnetization he proposes is so energetically unfavorable that even if he manages to produce such a magnetiztion - that alone would require a very carefully designed magnetic field - a mundane amount of thermal activity will instantly quench any free poles and thereby any external field - it would simply not be stable for longer periods
Of course not. It is possible that by a very well-planned and systematic scheme of point heating you could shape a a chaotic magnetization into a dipole field, however, any kind of random heating would not do the job. And continued heating would also revert it to chaotic.
However, the main problem here is that Bjarne has only the most sketchy understanding of anything he talks about, and he fills in the blanks with pure imagination.
Hans
Of course not. It is possible that by a very well-planned and systematic scheme of point heating you could shape a a chaotic magnetization into a dipole field
First of all, what exactly do we mean by dipole field? Do we mean the pure dipole? In that case, there exists only one magnetization that I know of, that can produce such field: A solid sphere, homogeneously magnetized along one axis.
Heating will not produce such a magnetization, no matter how well-planned, because heating (or for that matter, mechanical treatment) presents an opportunity to rearrange the domains to reduce the number of free surface poles, which any magnet will instantly seize - magnets hates free surface poles.
In case we mean any field with one "north" and one "south" pole, well yeah, there are many fields that can produce this and perhaps heating could at some point make a field that resembles this, but the argument is still valid; sooner or later, the domain structure will start to eliminate free poles.
I also dislike the term "chaotic magnetization" - what exactly does it cover? That the domains have arranged themselves to completely avoid free surface poles?
The essential point I was trying to make is that Bjarnes magnetization, though it will produce one "north" and one "south" pole on the sphere initially (it is certainly not a dipole field in the magnetostatic sense), there is a large divergence in the magnetization at these poles, as you force a large number of field lines to "collide" in very little space. This is not going to last, and heating these areas will only speed the process of getting rid of it.
'Hates'? I think that basically magnets 'hate' themselves, and left to themselves will do what they can to revert to a chaotic state.
You could use the container from a household water heater (varmvandsbeholder) it is not quite spherical but I doubt that will make any difference to your ideas.
I don’t understand ??What about measuring near powerlines ?
I am not talking about solid iron ball, but a hollow ball.First of all, what exactly do we mean by dipole field? Do we mean the pure dipole? In that case, there exists only one magnetization that I know of, that can produce such field: A solid sphere, homogeneously magnetized along one axis. Heating will not produce such a magnetization, no matter how well-planned, because heating .........
I am sure that the magnetic polarizations will be at the edges.
Hence properly bended rings of flat iron would be better
A ball must be more almost completely round.
I am not talking about solid iron ball, but a hollow ball.
http://www.science27.com/Earth/Mag Cont.jpg
It's a big difference how a MF will be in these.
AgreeIt should not matter if it is completely round. The difference between a solid ball and a hollow ball is only that the magnet field must be conducted through the material of the hollow one. Therefore, as I have told you before, the thickness of the shell is also important, and to simulate Earth's crust, you need a very thin shell.
I do not agreeYour picture does not represent how a crustal magnet field in Earth would function. Since the crust is very thin compared to the diameter, you can't have an equivalent magnet pole to pole.
And this is what sometimes happens on Earth too.Instead, you would have a composite magnet consisting of lots of localized fields.
So the challenge is; can we experimentally integrate chaotic MF's to a global MF, only by the use of heat on a thin walled hollow iron ball. – I feel my self 879 % sure this is possible.
It’s not necessary to follow a pattern when heating/cooling.As I have already told you, the answer is yes. If you use a careful and deliberate scheme, that should be possible.
I am sure that thermal heat at the MNP area (magnetic entrance), in a thin walled and global ball shaped MF, will (seen from superficial perspective) seems to behave in the exact same way as if the ball were solid, or if it was a beam dipole.This would not prove the ferromagnetic theory, however. Such a field would originate in the crust (wall of the ball), not from deep within the ball.
Read above, >> Jungle law is what you need. >> The MNP placement is important and that’s it.Also, of course, the heating of Earth's surface does not happen in some deliberate sequence, one place at a time. Instead, it is a chaotic effect, in many places at a time.
I don’tBjarne,
I have still not gotten a good explanation of why you find measuring a regular power line's influence on earth's magnetic field irrelevant.
The compass off course must point to MNP (so long the MF is integrated in a global field).To me it sounds like a good place to start, right after reading through the reports of how compass users have been complaining about the lines.
Your diagram is idiotic. There is no Big Box of Thermal Heat below the north or south magnetic poles. The Earth's crust below the magnetic poles is completely normal. There is nothing special about it.We are only discussing, - shortly spoken; how can the power lines on the MNP point directly into the ground.
http://www.science27.com/Earth/Heatstrem.jpg
!I am not talking about solid iron ball, but a hollow ball.
It's a big difference how a MF will be in these.
What magnetic field is predicted by a ferromagnetic crust model?