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Geometric Vorticity Effect (GVE) v7.1: Complete Manuscript Package for Emergent Electromagnetic-Like Fields from Rotating Black Holes

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Zenodo2025-11-10 更新2026-05-26 收录
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DESCRIPTION:This package contains the complete manuscript and supporting documentation for the Geometric Vorticity Effect (GVE) theory version 7.1, which proposes that rotating black holes generate electromagnetic-like fields through purely geometric mechanisms involving spacetime vorticity in Einstein-Aether theory. MAIN MANUSCRIPT:- GVE_v7.1_MANUSCRIPT_FINAL.tex (30 pages, ~9,500 words)- Complete LaTeX source with abstract, introduction, theoretical framework, observational predictions, falsification criteria, and explicit discussion of limitations- Ready for submission to Physical Review D KEY INNOVATIONS (v7.1):✓ Resolution of gauge structure problem via vorticity potential with spatial components: A_μ = α₀[U_μ + (ℓ²/c²)(a_μ + ½ω_μ)]✓ Explicit treatment of aether dynamics as background field approximation✓ Perturbative regime clearly defined: ε_GVE < 0.1✓ Conservative observational predictions with realistic error estimates✓ Comprehensive limitations section (7 pages) OBSERVATIONAL PREDICTIONS:1. Zeeman-like splitting of Fe Kα lines: ΔE ~ 3-30 eV (XRISM/Athena, 2025-2027)2. Spin-dependent X-ray polarization: ΔΠ/Π ~ 5-15% (IXPE, 2025-2030)3. EM transients in binary mergers: L_EM ~ 10^44-10^46 erg/s (LIGO+follow-up, 2027-2030) FALSIFICATION CRITERIA:Five explicit, quantitative tests with timelines and significance thresholds provided. GVE ruled out at >5σ if any two independent channels show null results. THEORETICAL REGIME:Valid for moderately-to-rapidly rotating black holes (a* ≳ 0.2) in perturbative regime where vorticity stress is subdominant to gravitational curvature. CONSISTENCY WITH CONSTRAINTS:✓ Solar system tests: deviations < 10^-20✓ GW170817: |c₁+c₃| < 10^-15 satisfied✓ Binary pulsars: effects < 10^-40✓ Black hole shadows: shifts ~ 0.01-0.1% (marginally detectable with ngEHT) CONTACT:Andrea NicolottiIndependent Researcher, Florence, ItalyEmail: andrea@nicolotti-research.com

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2025-11-10
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