Tachyonic Nature of Quantum Fields in Quantum Tachyonic Gravity (QTG) and Further Commentaries

Angeli, Nazareno

doi:10.5281/zenodo.17337981

Tachyonic Nature of Quantum Fields in Quantum Tachyonic Gravity (QTG) and Further Commentaries

Angeli, Nazareno

Publisher: Zenodo
DOI: 10.5281/zenodo.17337981
Repository: zenodo.org
Language: en

Abstract

Introductory Concept: Shift from "medium" language to "phase-structure" language, and the analogy of ice cubes in water. This paper expands on the Quantum Tachyonic Gravity (QTG) framework by exploring the tachyonic nature of quantum fields beyond the classical limit of C (the speed of light). In QTG, C is not a speed limit but a phase transition boundary between coherent baryonic reality and the pre-collapsed potential of the field. This document discusses how mass and energy could manifest from tachyonic field interactions, and reframes "infinite energy beyond C" not as divergence but as emergence of pure potential. Appendix A: Quantum Fields are not passive scaffolding for particle interactions but active, self-balancing systems seeking a zero net-energy configuration. This paper examines gravity and magnetism as emergent consequences of the fields' intrinsic drive toward equilibrium in the presence of baryonic matter and other asymmetries. The approach redefines both forces as manifestations of a universal balancing principle, unifying their behavior under a single field-dynamic origin. Appendix B: In classical Newtonian mechanics, forces such as gravity and electromagnetism are treated as external influences acting upon matter. While this framework successfully predicts motion, it does not explocitly address where the "reaction" to these forces occurs within baryonic matter itself. The Quantum Tachyonic Gravity (QTG) framework resolves this by embedding the reaction within the quantum fields that permeate and interact with matter. Appendix C: Integration of Quantum Tachyonic Gravity (QTG) with established experimental evidence for quarks, reinterpreting QCD through the lens of harmonic standing waves within a tachyonic quantum field. While QCD describes quarks via color change gluon exchange in SU(3) gauge theory, the QTG framework models these as phase-specific harmonic frequencies that self-balance within a superluminal, coherent field. Appendix D: Inertia is traditionally considered an intrinsic property of mass that resists changes in motion. Here, inertia is redefined as the resonant cost of rebalancing asymmetries within the tachyonic field. Extension: Inertia becomes the only invariant and measure unit of the unverse's state, where C is recast as the local point of zero inertia, not a universal constant. Extension: Reframing of Einstein's Relativity under QTG, explaining why it's valid, and deepening its fundations. Appendix E: In conventional physics, nuclear fission and fusion are described as matter-to-energy conversions, with the "missing mass" explained by Einstein's mass-energy equivalence. Within QTG, these processes are reframed as field rebalancing phenomena. Anppendix F: In QTG, the Big Bang is reframed as the manifestation of a colossal asymmetry within the tachyonic field, resolved by creating stable frequency nodes as anchors of equilibrium, manifesting as baryonic matter beyond the existential C-boundary. Appendix G: All matter exists on a fluidity spectrum, where what we perceive as solid is in fact an extremely slow and highly structured fluid. For cosmology and inertial basins formations https://zenodo.org/records/17775259 For original papers about 3-bodies analysis and solutions https://zenodo.org/records/17641921

Full text

The Fluidity Spectrum: Reframing the Nature of Solids Abstract This draft proposes that “solidity” does not exist as a fundamental state of matter. Instead, all matter exists on a fluidity spectrum, where what we perceive as solid is in fact an extremely slow and highly structured fluid. Solids maintain their apparent rigidity through inertial resistance and field-driven rebalancing processes that preserve structural form over observable timescales. 1. Introduction Conventional physics classifies matter into discrete states: solid, liquid, gas, and plasma. However, these categories obscure the underlying continuity of matter as a dynamic, interacting medium. - Gases: fast-moving, loosely interacting particles. - Liquids: slower-moving, strongly interacting, but shape-flexible. - Solids: thought to be “rigid” with fixed shape and volume. This draft suggests that solidity is a perceptual illusion caused by human timescale and sensory limits. At deeper inspection, solids are fluids with ultra-slow motion and long-range order, stabilized by lattice and field interactions. 2. The Fluidity Spectrum 1. Gas → High-energy, chaotic fluid; minimal inertia; rapid reconfiguration. 2. Liquid → Intermediate inertia; local order with global flexibility. 3. Amorphous Solid (e.g., glass) → Very slow fluid; no crystalline order; flows over long timescales. 4. Crystalline Solid (e.g., metals, rocks) → Extremely slow fluid; atoms vibrate in structured lattices; apparent rigidity from field balancing. 5. Ultra-Rigid (idealized crystal/perfect lattice) → Maximum inertia; rebalancing timescale beyond human perception; appears immutable, though still dynamic at quantum level. 3. Mechanics of Apparent Solidity - Inertia of Internal Motion: Atoms and fields resist displacement, giving illusion of permanence. - Self-Rebalancing Fields: Electromagnetic and quantum interactions constantly “heal” local disruptions, preserving macroscopic form. - Timescale Relativity: Human perception (~milliseconds to years) is blind to atomic-scale rebalancing that happens on femtoseconds or geological timescales. 4. Implications - Solidity as “Slow Fluidity”: Matter is never static, only varying in flow speed and structural inertia. - Engineering: Materials science could exploit this spectrum, designing matter not as rigid or soft, but as tunable fluids across scales. - Metaphysics: “Form” is not a fixed essence, but a stabilized process of flow. 5. Conclusion Solidity does not exist as an independent state of matter. What we call “solid” is simply the slowest, most structured expression of fluidity. Recognizing this reveals continuity across all matter and reframes material reality as dynamic processes of flow and inertia, not static objects. Comments: Material Behavior on the Fluidity Spectrum Understanding matter as part of a fluidity spectrum provides new insight into familiar mechanical properties. Compression, flexibility, and fracture are expressions of how the internal 'slow fluid' of a solid responds to stress: - Compression: The internal fluid resists being forced closer together. Atoms and electrons shift locally, but the lattice rebalances, giving the impression of solidity. - Flexibility: In less rigid structures, the internal fluid redistributes stress across bonds and layers. Rubber, polymers, and organic matter display this behavior, bending instead of breaking. - Brittleness: In tightly ordered crystalline solids, there is minimal room for rebalancing flow. Stress exceeds tolerance and results in fracture rather than deformation. - Ductility: Metals exhibit slow 'fluid sliding' of atomic layers, allowing stress to dissipate through plastic deformation instead of catastrophic breakage. - Glass-like Behavior: Amorphous solids are very slow fluids. They can adjust microscopically under long-term stress, but appear brittle on human timescales because their rebalancing is local, not global. This reframing suggests that mechanical behavior is not a fixed property of matter, but the visible manifestation of where it lies on the continuum of fluidity and inertia.