| rxiVerse > Quantum Physics > 2608 |
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| rxiVerse > Quantum Physics > 2608 |
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[4] rxiVerse:2608.0038 [pdf] submitted on 2026-08-13 11:56:59
Authors: Quinton R. D. Tharp
Comments: 15 Pages.
This paper reconstructs the inertial kinematic structure of Special Relativity within the Quantum Lattice Model (QLM) from the reduced-action Planck primitives hbar, l_P, and t_P.Starting from the invariant lattice transport identity c = l_P/t_P, the model identifies a fundamental null update bound and derives the massless transport relation E/p = c from action transport per lattice tick and per lattice spacing.Proper time is defined as invariant accumulation of local lattice ticks along a worldline. Using operational radar synchronization, spatial isotropy, linear transformations between inertial observers, and preservation of the invariant null transport bound, the Lorentz factor, invariant spacetime interval, and Lorentz transformation follow without assuming a preferred global lattice slicing.The corresponding Lorentz-invariant frequency-space relation, together with the QLM phase-gradient identities E = hbar*omega and p = hbar*k, yields the invariant rest-phase energy relationE^2 - (pc)^2 = E0^2,where E0 = hbar*omega0.Inertial mass is then identified operationally as the low-velocity momentum-response coefficient of the closed rest-phase inventory. The Lorentz boost givesp(v) = gamma(E0/c^2)v,so that m = dp/dv at v = 0 givesE0 = mc^2.Substitution therefore produces the standard relativistic energy-momentum relationE^2 - (pc)^2 = (mc^2)^2.Within QLM, Lorentz symmetry is consequently interpreted as the macroscopic coordinate structure compatible with invariant microscopic phase-action transport, rather than as an independently imposed geometric postulate. No new primitives, preferred inertial frame, or free parameters are introduced.
Category: Quantum Physics
[3] rxiVerse:2608.0025 [pdf] replaced on 2026-09-13 13:30:43
Authors: Runsheng Tu
Comments: 16 Pages. https://doi.org/10.66311/3068-9090.02.03.07
Classical mechanics and quantum mechanics have long been framed as binary opposites—but this dichotomy has yielded no real benefits, only persistent confusion. The fundamental equations of quantum mechanics cannot logically demarcatea clear boundary between the quantum and classical realms; in fact, the mass m and potential energy V in the Schrödinger equation seamlessly traverse the divide between the microscopic and macroscopic. The electromagnetic potential energy in the Schrödinger equation can be replaced with the potential energy of interactive forces, which can further be converted into force itself using the relation F = V/r. Derivations have now produced a force operator and quantum mechanical equations that explicitly incorporate force—including a quantum formulation of Newton’s second law. These results provide direct evidence that quantum and classical mechanics are not incompatible, but complementary. By resolving the historical absence of "force" as a formal concept in quantum mechanics, we bridge the conceptual gap between macroscopic classical frameworks and microscopic quantum theory, challenging long-held perceptions of their irreconcilability. This unified approach explains why nanoscale particles exhibit quantum properties, simplifies calculations of quantum forces, and lays the groundwork for a generalized wave mechanics that unifies mechanical descriptions across all scales.
Category: Quantum Physics
[2] rxiVerse:2608.0023 [pdf] submitted on 2026-08-07 15:58:51
Authors: Miklós Norbert
Comments: 7 Pages. https://zenodo.org/records/21840900
In response to the theoretical challenges and observational anomalies of modern physics—such as dark matter, dark energy, expanding spacetime, and singularities—this study proposes a new deterministic paradigm: the synthesis of the Static Wave-Oscillation Model (SHOM) and the Static Wave-Field Theory (SHE). The theory describes the universe as a fundamental, 2D static continuum-mechanical network characterized by internal tensile stress and an ultimate load-bearing limit ($kappa$ modulus). The model rejects the necessity of singularities; instead, matter and cosmic structures are interpreted as mechanical "buckling" (topological nodes and standing waves) resulting from the overstretching of the vacuum. The SHOM-SHE model provides a unified mechanical explanation for both macroscopic and microscopic phenomena: it resolves flat galactic rotation curves through vacuum interference rings (gradient rings), attributes the extremely high redshift of early galaxies observed by JWST to a mechanical energy loss caused by cosmic impedance, and explains the Higgs resonance as a specific tension amplitude of the 2D network. Furthermore, time is redefined not as an independent fourth dimension, but merely as the measure of mechanical state changes within the static network, while gravity is viewed as the macroscopic resultant of wave-packet interference. Ultimately, this study offers a causal, scale-invariant, and classical engineering-based alternative to the current standard models.
Category: Quantum Physics
[1] rxiVerse:2608.0002 [pdf] submitted on 2026-08-01 08:08:59
Authors: Morris Webb
Comments: 10 Pages.
This framework unifies physical matter, mathematical laws, and conscious observation into a closed, four-tier Isometric Strange Loop. By demonstrating that matter and information are equal-measure pathways of a stationary data grid updating at the speed of light, it resolves the multi-billion-dollar scalability paradox and verification bottlenecks currently stalling modern quantum computing chips. Published under a restrictive open-access dual-license, it incorporates a non-negotiable Progressive Covenant and Ethical Safeguard Clause to permanently prevent corporate or military weaponization, ensuring the underlying architecture is utilized strictly for the ecological, intellectual, and conscious advancement of the planet and its inhabitants.
Category: Quantum Physics