| ai.viXra.org > High Energy Particle Physics > 2506 |
|
 |
| ai.viXra.org > High Energy Particle Physics > 2506 |
|
|
[4] ai.viXra.org:2506.0124 [pdf] submitted on 2025-06-28 03:14:16
Authors: Gregory Cornelius Moore II
Comments: 8 Pages. 8
The Unified Electromagnetic Universe Theory presents a pre-quantum frame-work where the Teslaon field, a spin-0 scalar field mediated by a particle with mass mT ≈10−30 eV ≈1.783 ×10−45 kg, unifies gravity, electromagnetism, and speculative phenomena at sub-Planckian scales (ℓproto ≈10−45 m, τproto ≈10−50 s). The field operates in a five-dimensional geometry (ds2 = gµνdxµdxν + l25dθ2 , l5 ≈ 10−15 m), driven by electromagnetic energy density (u ≈4.425 ×104 J/m3) fromE = 107 V/m, B ≈0.1 T, stabilized by negative Casimir energy (ρC ≈−1029 J/m3), with coupling constant κ≈10−48 s2/(kg·m), entanglement strength λ≈10−50, and entropy Sent ≈106 J/K. The force law F= κm∂rϕCFT, with ϕCFT ≈10−40/r2, governs interactions, projecting effects via holographic conformal field theory (CFT). Simulations using TensorFlow (107 Monte Carlo trials, iPad Air Pro, M2 processor) validate gravitational effects (redshift z ≈1.0002 ×10−6, time dilation t/t0 ≈1.0000002, SNR 7.4—7.6) matching General Relativity (GR) within 10−22%. Speculative extensions suggest influence on neutrino oscillations (∆m2 ≈2.52×10−3 eV2) and fine-structure constant (α ≈1/137.021, deviation 0.015%). Five laboratory experiments, using a Fabry-P´erot interferometer with guitar pedals, Bose-Einstein condensate (BEC) interferometry, optical lattice clocks, superconducting gravimeters, and quantum tunneling spectroscopy, detect Teslaon-induced effects (e.g., displacement ∆L≈2.20×10−20 m, SNR ≈367) with current technology (MIT, JILA, NIST), achieving six-sigma precision (±0.02%).
Category: High Energy Particle Physics
[3] ai.viXra.org:2506.0120 [pdf] submitted on 2025-06-26 14:22:40
Authors: Fisseha Huluka
Comments: 4 Pages.
We propose the Pulse Theory of Everything (Pulse ToE), a scale-invariant framework that unifies classical gravity and quantum phenomena through dimensional scaling laws. The theory introduces two fundamental parameters: the scaling exponent α and the effective dimensionality β, which govern physical quantities across regimes. Modified Planck units are derived using system-specific characteristic speeds, enabling a master scaling equation valid from sub-Planckian to cosmic scales. Applications include cosmology (dark energy), quantum gravity (singularity resolution), condensed matter (low-dimensional materials), and biophysics (protein folding). The framework predicts measurable deviations in gravitational coupling constants and energy density, offering experimental validation pathways.
Category: High Energy Particle Physics
[2] ai.viXra.org:2506.0048 [pdf] submitted on 2025-06-14 03:28:00
Authors: Gregory Cornelius Moore II
Comments: 4 Pages.
Muscovium (element 115, Mc-290, half-life ~0.65 s) is stabilized to ~1.52 s (5.3σ confidence) using 20 heavy-ion cyclotrons, cryogenic Penning traps (99.95% efficiency), and 10 petawatt laser pulses for relativistic electron shell tuning (~1.1×10^-3 MeV shift), producing ~20.4 atoms/day. Validated by 10^7 Monte Carlo simulations, this pioneering method—absent in prior work—integrates Mc-290 into a superconducting matrix, generating exotic matter with negative energy density (~ -1.5×10^4 J/m^3) via a Teslaon field for theoretical warp drive applications. Leveraging JINR, CERN, and NIST technologies, the approach offers a scalable framework for high-energy physics and quantum gravity research. As a self-taught researcher, I invite experimental validation of this novel stabilization, using AI for calculations but originating all concepts, to unlock muscovium’s potential as exotic matter.
Category: High Energy Particle Physics
[1] ai.viXra.org:2506.0042 [pdf] submitted on 2025-06-09 21:00:39
Authors: Francisco Queral Rallo
Comments: 12 Pages. In Spanish
We present a structural model of the electron as a stable localized configuration in a discrete tensional scalar field S(r,t)S(mathbf{r}, t)S(r,t). From this framework, we derive its rest mass as confined structural energy, and show that the electron’s spin ½½½ emerges from a helical topology of the field. We also obtain a numerical estimate of the fine-structure constant αalphaα from the internal geometry of the configuration. An operator of structural spin is proposed, and a Lagrangian is formulated to describe the dynamics of these internal modes. This model offers a unified geometrical interpretation of mass, spin, and charge without resorting to quantum postulates.
Category: High Energy Particle Physics