The conjectures initiated by the Quantum Admittance Theory include the idea of an endless universe with galaxies in impedance bubbles that indicate localized rotational fields. Expand your mind as we address these paradigm-shifting hypotheses and embrace the possibilities that lie beyond the horizon of conventional thinking as we set off on this intellectual journey.
Rethinking gravitational bending: Curvature or speed modulation?
In contemplating the intricacies of gravitational effects on the propagation of light, a subtle yet profound distinction emerges between gravitational bending and straight vertical acceleration. While traditional understanding posits that the curvature of spacetime leads to the bending of light, a closer examination suggests an alternative perspective. Consider the gravitational force experienced by an observer on the surface of a massive object – it manifests as a single vector, pulling objects vertically downward with uniform acceleration. In this context, the notion of bending becomes less relevant, as the gravitational force acts along a straight, albeit vertical, path. Conversely, when exploring the behavior of light in a gravitational field, Einstein’s theory of general relativity illuminates the concept of gravitational bending, wherein the curvature of spacetime influences the trajectory of light rays. However, this begs the question: is it truly bending, or is it a manifestation of changes in the speed of light? Perhaps Einstein’s choice of time as the variable affected by gravity, rather than speed, inadvertently obscures the underlying mechanism at play. Could it be that the curvature observed is not a bending of space, but rather a modulation of light’s velocity, akin to a frequency domain transformation? This conjecture invites further exploration into the nature of gravitational interactions and their implications for our understanding of the fabric of the cosmos.
Photon behavior near black holes
While traditionally thought to succumb to a black hole’s intense gravity, recent insights suggest a more complex interaction between photons and these enigmatic objects. This conjecture explores the interplay between gravity, spacetime, and photon behavior near black holes.
By incorporating principles from the QA Lattice hypothesis and insights from Hawking radiation, we propose a scenario where the profound gravitational field near a black hole induces significant alterations in the fundamental constants of electromagnetism, namely ε0 and μ0. This transformative effect on the underlying “lattice” structure could disrupt the conventional 90-degree relationship in wave propagation, potentially influencing the speed and trajectory of photons. As a consequence, this altered impedance landscape may facilitate the emission of photons from the black hole’s event horizon, akin to the phenomenon of Hawking radiation observed in quantum contexts.
This conjecture, inspired by recent theoretical developments and observations, opens doors for further investigation into the fascinating realm of black holes and their interaction with light and energy.
The granularity of energy-space
In our quest to understand the fundamental nature of energy and the limits of the universe, we embark on a speculative journey. At its core lies the intriguing question: What constrains the smallest units of energy, such as photons, from becoming infinitely small?
Our exploration begins with the notion that the fabric of energy-space, governed by the ε0μ0 fields, may hold the key. Could the fineness of these fields dictate the ultimate granularity of energy-space? We speculate that beyond certain frequencies, the alternating fields might cancel each other, leading to a phenomenon akin to cavitation, where radiated energy ceases.
This hypothesis offers a fresh perspective, suggesting that the upper limit on the size of the smallest photon could be rooted in the intricate interplay of energy-space fields. As we delve deeper into this concept, we invite you to join us on this intellectual journey, where speculation meets exploration, and new insights await.
Energy alters its environment
The idea that energy traveling in a conductor or a field related to a conductor can change the impedance of the surrounding environment is well known in the art of antenna design. It is a short jump to connect that energy can affect the impedance of its environment in any medium where it flows. Space is one of those mediums.
Impedance bubbles
Impedance bubbles are hypothesized to be localized regions of space that are QA fields with distinct spin gradients. These bubbles are surrounded by a constant impedance contour, which influences the movement of energy within the bubble.
The QA fields within impedance bubbles induce local rotations, giving rise to a Coriolis effect that influences the trajectories and behaviors of energy particles within the bubble. The spin rates of Z0 fields gradually change from the center of the impedance bubble towards its boundaries. This dynamic variation in spin rates contributes to the complexity of the interactions within the bubble.
Energy particles experience a density drag, aligning them with the spin velocity of the QA field within the impedance bubble. This alignment shapes the trajectories and interactions of the particles.
The boundaries of impedance bubbles play a critical role in the formation and interactions of galaxies. When multiple bubbles intersect, captivating cosmic events and phenomena may occur.
The conjecture suggests that larger and evolving impedance bubbles may form around localized energy concentrations. These variations in impedance are believed to contribute to the formation and evolution of matter in the universe.
The conjecture proposes that the observation of cosmic filaments, particularly in the Cosmic Microwave Background (CMB), could serve as signposts, revealing the locations where these impedance bubbles intersect and providing insights into galactic impedance boundaries.
Time-symmetry and charge monopoles
The notion of symmetry holds a prominent place in science and physics, symbolized by the circle, signifying completeness and perfection. In the realm of QA Theory, symmetry finds expression in the movement of charges, where a full 360-degree rotation completes a cycle. As a charge moves in any direction, it’s equivalent to 90 degrees or a quarter of a wavelength, defining the “near field.” This field stretches a quarter of a wavelength from the energy origin’s center or half a wavelength overall. Extending this concept to waves adds a sense of finality, completing a cycle starting at the center position, extending to another, returning through the center, and reaching the opposite extended position, ultimately back to the center. The mesmerizing rotations of charges along the circumference of a circle align with these symmetrical requirements.
However, as we venture beyond the realm of completeness, we encounter the enigmatic aspects of time and the reversal of events. Looking back in time, everything appears reversed, introducing the notion that symmetry may transcend past and future. Time itself follows a square law dimension, leading to intriguing consequences. Events from the past consistently lag a half wave behind, resulting in variations and lopsidedness in symmetry concerning time.
Energy exchange between moving charges occurs solely when the second charge resides within the near field of the first. Beyond this range lies the “far field,” where energy transfer happens through waves in the QA field. This distinction carries significance when contemplating the behavior of energy and its propagation across vast distances.
In the realm of particles and their charge properties, we encounter intriguing puzzles. While the electron is well-known, its counterpart, the elusive positive charge particle, remains enigmatic, known as the anti-electron. An interesting speculation emerges, suggesting that these trailing waves might be the anti-particles discussed in symmetry. The motion of electrons generates waves that lead to the creation of anti-electrons, potentially connecting to the missing positive charge particle.
Exploring the far-reaching implications of symmetry introduces us to diverse names in theoretical physics. Higgs proposed a theory of broken symmetry with the Higgs mechanism, which could explain the origin of elementary particle mass. Penrose’s work with tilings unveiled mesmerizing five-fold rotational symmetry, captivating mathematicians and physicists alike. The conservation of the LRL vector in the Kepler problem reveals profound mathematical structures born from symmetry. Hamilton’s revelations concerning momentum and position symmetry added to our understanding of the universe’s underlying fabric.
In the world of particle physics, Feynman’s parton model and Gell-Mann’s quark model offer distinct perspectives on strong interactions, presenting a fascinating interplay of theories and symmetries. Super symmetry introduces a mesmerizing parallel, suggesting that for every particle, a mirror image exists.
Amidst the complexities and wonders of symmetry, we find ourselves immersed in a breathtaking dance of harmony and order, unveiling the hidden symphonic beauty of the cosmos. With each new revelation, the allure of symmetry deepens, propelling us towards greater understanding and appreciation of the intricate patterns woven into the fabric of our universe.
The possibility of a near zero permittivity or near infinite permeability
“In a perfect vacuum, one might expect there to be nothing to which a charge could be attached or that would limit magnetic flux concentration. Speculation arises that these limits might be related to Planck’s constant. This speculation opens the door to entirely different speeds of energy under varying conditions, such as those that might exist in the early stages of the universe. One scenario could lead to the concept of an infinite speed of charge, while another could lead to the formation of black holes. These intriguing possibilities challenge our understanding of fundamental physics and beckon us to explore the mysteries of the cosmos.
Energy is borrowed from time
Quantum Admittance offers intriguing possibilities regarding the displacement of an electron and the borrowing of energy. When an electron is emitted, it creates a “hole” in the Z0 field, similar to a sailboat moving through a pond. The displacement of the electron leaves behind an inverse wave, where the bow wave leads the way and the stern is pushed by the peak of the following wave. In this analogy, the energy is represented by the surface of the pond, and if the surface is not flat, energy can be seen as flowing downhill, reminiscent of the effects of gravity.
In the context of QA, the antiparticle associated with the emitted electron may be generated in the “other side of time” (-j region) or as a result of the hole left behind. The process of energy borrowing becomes necessary to ensure energy conservation. This phenomenon can be observed in semiconductors, where holes strive to be filled promptly.
The elusive nature of antiparticles finds an explanation within the framework of QA. Antiparticles exist only in combination with their corresponding particles, disappearing back to their origin when they are no longer required for the dipole pair. This mechanism contributes to the challenges in detecting and studying antiparticles. Moreover, the use of antiparticles aligns with the impedance theory, providing a deeper understanding of their role and behavior.
The interplay between the displacement of electrons, the creation of inverse waves, and the borrowing of energy over time offers intriguing insights into the dynamics of particles and their interactions within the Z0 field.
Spatial co-existence of non resonant charges
One clue that is of importance is that both charges involved with a photon cannot exist at the same time and in the same position in a wave. This would be an anti-resonant position. They would annihilate.
Charges in relation to “NOW”
Since the center of the wave advances in time, the leading charge is always out front, by up to a quarter of a wavelength, and the opposite is always behind by 180 degrees. This puts it in negative time with respect to the leading charge by that same amount. This leads to the idea of energy spanning time. In fact, EM energy always has a time component in it, with the difference being the metric of the energy value. The smaller the time, the larger the energy time concentration (E=hf).
Quantum particle boundaries and magnetic flux collapse
The “Quantum Particle Boundaries and Magnetic Flux Collapse” conjecture introduces a captivating phenomenon that intertwines charged particles, magnetic flux, and non-linear events in the quantum realm. Under specific conditions involving photon dipoles, a unique transformation occurs, illuminating new insights into the fundamental nature of particle dynamics.
At the heart of this conjecture lies the collapse of photon dipoles, an event triggered when the wavelength of a photon becomes shorter than the breakdown voltage of the charge and anticharge. During this transformative process, the photon dipole collapses, causing the magnetic flux associated with it to adopt a toroidal shape. Simultaneously, a non-linear event known as the arc comes into play, releasing the electron from the photon dipole.
Intriguingly, the collapse of the magnetic flux leads to the loss of charge at the two ends of the dipole, resulting in the electron’s release. Additionally, the antielectron returns to the “past time” or the -j impedance region, opening up a unique perspective on the interconnectedness of charge dynamics and time-related phenomena.
The magnetic flux, after collapsing on itself, displays a distinct spin rate at a wavelength, infusing the toroidal structure with essential clues about the system’s underlying behavior. This interplay between magnetic flux and spin rate offers a promising avenue for unraveling the fundamental nature of electromagnetic interactions in the quantum realm.
Moreover, the arc, as a non-linear event, provides fascinating insights into energy mixing and sidebands. The conjecture speculates that the arc could arise from the mixing of two signals, generating higher-frequency sidebands in the particle domain and redshifted wavelengths in the Cosmic Microwave Background (CMB) spectrum or Boltzmann noise. This intriguing aspect introduces complexities in the dynamics of the system and beckons further investigation into the interactions that shape particle boundaries.
Remarkably, this captivating phenomenon aligns with the voltage of a 1-volt arc in a vacuum, which corresponds to a wavelength of approximately 1.65E-11 meters, positioning it in the spectral region just above Gamma rays and below the muon neutron.
The “quantum particle boundaries and magnetic flux collapse” conjecture stands as an enthralling exploration into the enigmatic world of quantum dynamics. While speculative in nature, it inspires curiosity and sparks the pursuit of deeper research and investigations to shed light on the intricate interplay between charged particles, magnetic fields, and non-linear events that shape the essence of our universe.
Through mathematical modeling, empirical testing, and theoretical investigations, this composite conjecture holds the potential to advance our understanding of the fundamental fabric of reality, paving the way for a new chapter in the realm of quantum physics.