Concerning Quantum Phenomenon the Center of the Torus

In summary, the conversation discusses the potential effects of liquid nitrogen on magnetic fields in a toroidal inductor. There is a question about whether the magnetic field would increase if the nitrogen is placed inside the torus, and another question about the influence of zero-point energy on this phenomenon. The conversation also touches on the concept of superconductivity and the potential use of liquid nitrogen mixed with iron to increase the magnetic field.
  • #1
Symmetry777
32
3
Concerning Quantum Phenomenon:

I understand the effects of liquid nitrogen on the magnetic fields. However If you ran a tube of liquid nitrogen in the center of a torus magnet or toroidal inductor - would the magnetic field increase, toroidal magnetic vector potential increase. (Zero-point energy) (Electric dipole moment)? Are there any papers on supper conducting torus magnets?
 
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  • #3
I have a hard time piecing together what you are asking. Where exactly is the nitrogen? Inside the torus (thus replacing the usual ferrite material) or outside, going through the hole in the middle?
If option 1, your magnetic field will drop massively since nitrogen will nowhere near capture the magnetic field like a ferrite material does. If option 2, its virtually irrelevant what is on the outside, as the very point of a toroidal inductor is to contain the field inside the torus.

How does zero-point energy play into this?
 
  • #4
Concerning option 1. The nitrogen is inside the coil, inside the solenoid.

I understand superconductivity zero electrical resistance and expulsion, ejection of magnetic fields (Meissner effect).

Does the circular flow of a magnetic field, flowing north to south, around the electromagnetic field enter some quantum alignment, polarization, Zero-point energy, lowest possible energy also called quantum vacuum zero-point energy.

What keeps a magnetic field perpetuating?

Would liquid nitrogen mixed with iron increase the magnetic field?
 

1. What is the center of the torus in quantum phenomenon?

The center of the torus in quantum phenomenon refers to the central point of a torus-shaped energy field that is created by the interaction of particles at the quantum level. This center is characterized by a swirling, vortex-like motion and is believed to play a crucial role in the behavior of quantum particles.

2. How does the center of the torus affect quantum particles?

The center of the torus is thought to act as a sort of "control center" for quantum particles, influencing their behavior and interactions with other particles. It is believed that the energy and information contained within the torus can affect the spin, charge, and other properties of particles, ultimately shaping their movement and behavior.

3. What is the significance of the center of the torus in quantum physics?

The center of the torus is significant in quantum physics because it represents a fundamental aspect of the quantum world that is still not fully understood. It is believed to play a crucial role in the behavior of particles and the fabric of space-time, and further research and understanding of the toroidal field could lead to advancements in quantum technology and a deeper understanding of the universe.

4. Can the center of the torus be observed or measured?

Currently, the center of the torus cannot be directly observed or measured due to its extremely small size and the limitations of current technology. However, scientists are using various techniques and experiments to indirectly study the effects of the toroidal field and gain a better understanding of its properties.

5. How is the concept of the center of the torus related to the concept of quantum entanglement?

The concept of the center of the torus is closely related to the concept of quantum entanglement, which refers to the phenomenon of two or more particles becoming connected in a way that their states are correlated. It is believed that the toroidal field plays a role in this entanglement, as the swirling energy and information within the center of the torus can influence the behavior of particles and connect them in a non-local way.

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