Magnetic Monopoles.
Magnetic monopoles are hypothetical particles possessed of either a north or south pole, but not both. They might be considered counterparts to electrostatically charged particles. While they are not prohibited by the known understanding of physics, they have never been observed in nature, which begs the question: Can they be synthesised? Cutting a magnet in half doesn't work; one simply ends up with two smaller dipolar magnets.
This problem has previously exercised the ever imaginative Daedalus (D.E.H. Jones, The Inventions of Daedalus; a Compendium of Plausible Schemes, 1982), who's proposed solution was to construct a hollow sphere out of suitably aligned dipolar magnets- ie, each magnet would have its north pole orientated outwards, and its south pole orientated towards the centre.
Despite being unfamiliar with the mathematics that describe magnetic fields, I know that this strategy won't work, a fact best visualised by attempting to draw the field-lines associated with the individual magnetic dipoles that make up the sphere. Clearly there is no way of connecting them - the north and south poles are cut off from each other, and in reality this equates to the completer cancellation of the field; the sphere exhibits no ferromagnetic properties at all.
Clearly though, individual magnets are able to exhibit fields, so can one build an effective approximation to a monopole simply by creating spaces between the sphere's individual dipolar component magnets (see figure 1)?

The field-lines are no longer blocked, ie compelled to pass through adjacent magnets. In an effort to test this supposition, I constructed a model, comprising a ping-pong ball the surface of which was divided as a truncated icosahedron. 32 x 5 mm diameter circular neodymium alloy magnets were glued equidistantly around the surface, see figure 2.


Figure 3 shows the interaction of the magnetic sphere with a 100 g neodymium alloy magnet, the poles of which are centred on the two large faces. The sphere was found to resist attachment at the poles of the second magnet, instead tending to be drawn (weakly) to the edges, ie, to the mid-point of the field-lines. This suggests that the sphere is not effectively a monopole, but a 'pole-less' magnet. Alas I have yet to devise any useful application for such an object.
Magnetic monopoles are hypothetical particles possessed of either a north or south pole, but not both. They might be considered counterparts to electrostatically charged particles. While they are not prohibited by the known understanding of physics, they have never been observed in nature, which begs the question: Can they be synthesised? Cutting a magnet in half doesn't work; one simply ends up with two smaller dipolar magnets.
This problem has previously exercised the ever imaginative Daedalus (D.E.H. Jones, The Inventions of Daedalus; a Compendium of Plausible Schemes, 1982), who's proposed solution was to construct a hollow sphere out of suitably aligned dipolar magnets- ie, each magnet would have its north pole orientated outwards, and its south pole orientated towards the centre.
Clearly though, individual magnets are able to exhibit fields, so can one build an effective approximation to a monopole simply by creating spaces between the sphere's individual dipolar component magnets (see figure 1)?

The field-lines are no longer blocked, ie compelled to pass through adjacent magnets. In an effort to test this supposition, I constructed a model, comprising a ping-pong ball the surface of which was divided as a truncated icosahedron. 32 x 5 mm diameter circular neodymium alloy magnets were glued equidistantly around the surface, see figure 2.
Figure 3 shows the interaction of the magnetic sphere with a 100 g neodymium alloy magnet, the poles of which are centred on the two large faces. The sphere was found to resist attachment at the poles of the second magnet, instead tending to be drawn (weakly) to the edges, ie, to the mid-point of the field-lines. This suggests that the sphere is not effectively a monopole, but a 'pole-less' magnet. Alas I have yet to devise any useful application for such an object.
