# How Do Magnetism and High Energy Physics Explain the Presence of Magnetic Fields?

Magnetic fields are typically used to describe the flow of electromagnetic energy from an area of low density to an area of high density. This electrical energy may be used to drive electric motors and generators for the distribution of electrical power to isolated points. The amount of electromagnetic energy flowing through any given area depends on its location. It is typically assumed that the location where the electromagnetic field lines intersect will result in a net magnetic field that adds to the total field. Thus, there are a number of different types of magnetic fields with different purposes.

The first type of magnetic field describes the flow of electrical charge between two locations. The name is called the induced electric charge. The location of the two points along the induced electric charge line is called the terminal. Note: In the previous example, the earth does not follow this particular magnetic field.

This second type of magnetic field describes a transfer of energy. In a way, it is like a magnetizing wire. It takes advantage of the mutual repulsion and attraction of the metal ends of an insulated wire. Once the wire is exposed, the induced electric charge produced by the wire will create a net change in electric charge. The size of the areas that the induced electric charges affect is dependent on the thickness of the wire.

In order to understand why magnets have an effect on metal, it is important to understand how magnets work at their core. At their core, magnets are composed of a pair of strong, negatively charged poles. Neutrally speaking, a magnet will only attract iron if it has a north pole and a south pole. Thus, you can picture a magnet as a wire with two ends that are attached to each other by a strong force. Each end of the wire will attract a specific metal that contains an extra electron that was attracted to the other end of the wire.

One of the most interesting properties of magnets is their ability to generate an electric charge through interaction between different particles. This explains why magnets can attract iron and lead to the generation of electromagnetic energy. If you want to build your own homemade generators, you must incorporate this into your design. This means that you must be able to create a magnetic monopole.

A magnetic monopole is a Higgs boson. Although this seems unlikely, consider this. Imagine two magnets that are both facing each other and their respective ends touching the surface. If these magnets were not connected to each other, then neither of the ends would have an electric field. In fact, no matter which way the magnets turned, their electric fields would cancel each other out.

A Higgs boson is a particle that has a very strong magnetic field. It was first discovered in 2021 and is part of what is called a family of high-energy particles called the ‘Higgs field’. Another one of the properties of high-energy particles is the existence of a ‘penetribe’ – i.e. a substance that has a definite shape and is made of multiple, parallel lines. If you take graphite or an asbestos fibre and rub it against a magnetized surface, you will find that the surface has a permanent magnetic field. Although scientists have not yet proved that these two properties are caused by the same mechanism, the evidence is conclusive that this is what occurs.

The second way in which a Higgs boson explains the presence of magnetic fields is because they cause a sort of mutual attraction. The Higgs boson attracts protons, the most common particles of matter, with a strength that is slightly stronger than the force that attracts electrons. When a piece of iron touches a magnet, the attraction and repulsion between the two objects is proportional to the magnetic field strength that is present. So the more massive the object, the greater is the amount of magnetic force that it can exert. This is further buttressed by the fact that heavier objects, like iron, have larger molecules, and have greater magnetic permeability.