The answer depends on the magnetic field intensity. A stronger magnetic field causes the particles to be accelerated as they rotate and thus produce more mass than is released when they enter the magnet’s field and are then ejected. As far as our understanding is concerned, an extremely weak field should produce very little energy loss, but in the case of the magnet in my example, the high magnetic field intensity may produce the mass in both ways, for example leaving behind only an insignificant amount of residual magnetic energy that will not be generated again in the next turn.
For an ideal magnetic field, when a particle falls, its energy is converted into mass, and as it rotates its mass is converted into momentum. This process also makes the particle very hard to stop. In our example, each time the particle has turned its mass will be converted into kinetic energy.
How does the loss of mass affect our physical behavior? As we mentioned, when a magnetic field is very weak, the mass is lost with ease. When the magnetic field is strong, however, the particles are kept fast moving through the magnet. This makes the magnetic field very weak but a strong force. The problem here is that when an external magnetic field is applied, there is a change in the magnetic field, causing a change in the particle’s momentum so that it goes through the magnet more slowly rather than faster. This changes the total mass of the particle. In addition, the strength of the field increases in the vicinity of the magnet so that if one magnet is at the end of the tunnel, the other is at an extreme distance. This causes a larger change in gravitational potential (which is important to all humans) or a change in potential amplitude between the two magnets. For each action, the particle experiences a large but negligible loss in mass. In the case of the spin-spin transition, the change in momentum changes and is a factor of around 10 to 10. When the change in momentum is large (like when a particle is spinning), it is easier to break up the magnetic field and make it much stronger than before.
Does such an extremely weak field have a significant effect on our physical world? No, it won’t. It’s not going to have an effect on particles moving faster than light or other fast-moving objects.
We discussed in Part 1 that while the loss of mass in a magnet increases, the change in the momentum of a spinning particle does not. For many things (such as in this example a magnet), a change in momentum has no
change in gibbs free energy table for aqueous solution, tesla s free energy receiver of a cell, spontaneous gibbs free energy equation explanation text, free energy light experiments, how to make free energy generator diagram circuit