How Celestial Objects Bend Space-Time: A Quantum Rotating Magnetic Fields Perspective

In the field of physics, particularly when discussing general relativity, the term space-time is often used to describe a four-dimensional continuum comprising three spatial dimensions and one temporal dimension. However, the traditional understanding of space-time as a fabric is not fully accurate. Instead, space-time can be better described as a sea of quantum rotating magnetic fields that absorb strings of mass and dark matter to produce subatomic particles.

Quantum Rotating Magnetic Fields and Subatomic Particles

According to this perspective, the electron and proton are left-spin subatomic particles that can bind magnetically through a flipping-over process to form a neutron. This flipping-over involves the quantum rotating magnetic fields changing their orientation to bind the electron and proton together, resulting in the formation of a neutron. The presence of neutrons in a body causes a local distortion in the space-time around it, akin to a pinch effect.

The Pinch Effect and Space-Time Curvature

The localized distortion caused by the presence of neutrons leads to a pinching of space-time. As the density of neutrons increases, the space-time around the body becomes more rarefied, pulling in adjacent quantum rotating magnetic fields. This results in a more significant curvature of space-time closer to the body, with a gradient of decreasing density as the radial distance from the massive body increases.

Bending of Light and Planetary Orbits

The bending of light around massive celestial bodies does not result from gravity, but from the lensing effect of space-time curvature. Light travels through the less-dense space closer to the massive body, leading to a perceived bent trajectory. Similarly, the orbits of planets around massive stars appear to precess due to the reduced density of space near the star, leading to a lensing effect.

Contradictions with Traditional Gravity Theory

It is crucial to differentiate between the conventional general relativity and the proposed quantum rotating magnetic fields perspective. The idea of a curved fabric of space-time is purely a model intended for understanding, but it does not represent a full scientific explanation. In reality, masses mutually attract through empty space, a phenomenon that remains unexplained by the current mainstream understanding.

Conclusion

The concept of space-time curvature, as described by the quantum rotating magnetic fields perspective, provides a more profound and accurate understanding of the universe. It removes the need for a fabricated “curved fabric” to explain phenomena such as the bending of light and planetary orbits. By focusing on the interactions between quantum rotating magnetic fields and the resulting space-time curvature, we can gain a deeper insight into the nature of the universe.

Keywords: space-time curvature, quantum rotating magnetic fields, neutron content