Learn the basics of Oscillation, Ether And Electrogravitics.
Our Azazel Workshops #LearningToWalk and #LearningToFly Have been consolidated to one channel
https://t.me/LearningToWalk

Hey! 👋 Another one, lol! Just for awareness...

Beware of scammers and imposters we will never DM you

Lulz!

Wranglerstar 👍🍁

Love that be purposely dressed up as a Wizard and did this 🟦🧙🏻‍♂️

.

Let's refine our understanding of electromagnetism.

Starting with the classical perspective, electromagnetism is primarily understood in terms of force fields that emerge from charged particles. In this view, potentials are regarded merely as mathematical tools without physical reality. This framework was developed before the electron's discovery and was based on the analogy of electricity flowing like a fluid. Consequently, EM waves were modeled on the behavior of surface waves, neglecting the possibility of longitudinal waves due to electron dynamics. Despite advances in physics, the classical model remains largely unchallenged and unchanged, even though it does not incorporate modern understandings of electron behavior.

The quantum mechanical perspective shifts the focus from force fields to potentials, treating these as the fundamental entities that give rise to electromagnetic phenomena. This approach has faced resistance because it challenges the classical interpretation and necessitates a profound revision of electromagnetic theory. The debate around the Aharonov-Bohm effect, which illustrates the physical reality of potentials, marks a pivotal moment in this perspective's acceptance. However, a comprehensive integration of these insights into electromagnetic theory is still pending.

The scalar electrogravitational view introduces a new concept, proposing that under certain conditions, electromagnetic forces can generate effects analogous to gravitational forces. This would happen when the components of an EM field sum to zero in a vector sense but still produce a measurable impact on the vacuum of spacetime, akin to a gravitational field. This theory extends the understanding of electromagnetism beyond the conventional framework, suggesting mechanisms by which electromagnetic energy can be converted into gravitational energy and vice versa. It implies the existence of "action at a distance" and introduces a novel form of resonance that affects atomic nuclei directly, offering a radical expansion of our understanding of electromagnetic interactions.

Let's break down some complex EM concepts into bite-sized pieces, focusing on the magnetic vector potential (A-field).

1. The A-field and B-field: Imagine the A-field as an invisible, flowing river of potential that can swirl around or move in a straight line. Normally, this river is tied to creating magnetic fields (B-fields), which are like whirlpools made by the river's flow.

2. Making Electric Fields: Now, if this river of potential changes over time, it can also create electric fields (E-fields). This is like saying if the flow of the river speeds up or slows down, it can create ripples or waves that push things along, which is what an electric field does to electrons.

3. Freeing the A-field: What if we could untie this river from its usual paths and let it flow freely? This means the A-field could become a new, independent force of nature, with its own unique effects. It's a bit like discovering a new kind of wind that can do things no other wind can do.

4. Two Ways to Bleed-off: This free A-field can create effects in two main ways:
- Swirling (Torque or Spin): The A-field can create a spin or twist, similar to a vortex, that moves along with electrons. This is one way to make magnetic fields.
- Linear (Straight Line Force): The A-field changing over time can push electrons in a straight line, helping to create electric fields.

5. The Big Picture with Gravity: If we zoom out, all these actions (the swirling and straight-line forces) are part of something even bigger, involving gravity. Just like how gravity can bend space and time, the A-field and its effects are part of a grand dance that includes gravity as well.

6. Transforming EM Energy into Gravity: By cleverly balancing the effects of the A-field, we could actually convert electromagnetic energy into gravitational energy and vice versa. It's like turning the energy from our "new wind" into the energy that bends space and time.

7. Real-life Magic - The Aharonov-Bohm Effect: Experiments have shown that even when electrons don't touch a magnetic field directly, they can still be affected by the A-field outside a solenoid (a type of coil). This proves the A-field is real and can influence things at a distance, just like magic!

In essence, by exploring the A-field and its potential, we're touching upon a blend of electromagnetic and gravitational forces, opening up new possibilities for understanding the universe. It's like discovering hidden pathways in nature that can lead to new inventions and ways of seeing the world.

Quantum systems show us that particles can influence each other instantly over any distance, a phenomenon known as nonlocal effects. Imagine being able to harness this instant connection, not just between tiny particles, but across large distances and in big systems. This leap from the microscopic to the macroscopic could open the door to practical applications like instant communication or energy transfer without wires.

Maybe theoritically, scientists could use a method called zero-vector EM force-field summation. This would involves sending out multiple EM waves, each carrying specific patterns. When these waves would intersect at a certain point, their patterns could combine or cancel out, effectively transporting energy to that location. Leveraging the principle of quantum nonlocal effects, scaling it up to macroscopic outcomes. Known as action-at-a-distance, enabling technologies that, until now, have been the stuff of science fiction.

ARE THESE SYSTEMS EQUAL?
Even though the sum of forces within the system equates to zero, the arrangement and interaction of these forces can be precisely controlled to create complex internal behaviors.
By carefully adjusting the direction and magnitude of these component forces—always ensuring they sum to zero—we can engineer sophisticated substructures within the zero-vector system. David Bohm's concept of "infolding" comes into play here, suggesting that intricate dynamics can be encapsulated within these seemingly simple systems.
Such a system essentially acts as an advanced form of "wiring circuit," leveraging the inherent properties of EM potentials, force fields, and waves to create and transmit electrogravitational phenomena. Allowing for the remote generation of EM effects, potentially at great distances.

Wizard Kaluza 🟦🧙🏻‍♂️🧑🏻‍🔬
#WIZARDOFTHEDAY


https://en.m.wikipedia.org/wiki/Theodor_Kaluza