4 - Microphysical Constraints, Mode Structure, and Measurement in an Effective Phase–Based Medium
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| Sprache: | Englisch |
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2026
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| _version_ | 1866901682699370496 |
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| author | Jublot, Thomas |
| author_facet | Jublot, Thomas |
| contents | <p>This work extends a phase-based effective framework in which relativistic dynamics and particle properties emerge from phase propagation in an effective medium. Previous companion papers established a phase-invariant kinematics with anisotropic dispersion and an optical–mechanical Hamiltonian formulation reproducing weak-field Schwarzschild dynamics and slow-rotation Kerr effects.</p> <p>The present paper explores several conceptual and microphysical implications of this framework. A minimal radial eigenmode problem is introduced to describe localized excitations of the phase-rigidity medium, providing a possible interpretation of particle species as admissible bound modes. Electromagnetic coupling is shown to follow naturally from local phase-convention invariance, leading to the standard minimal substitution and Lorentz-force dynamics in the eikonal regime.</p> <p>The work also proposes a realist interpretation of measurement and quantum correlations: measurement acts as a local constraint on admissible phase configurations rather than a dynamical collapse, while Bell-type correlations arise from the joint compatibility of local constraints with a single global phase configuration. The framework clarifies which aspects are fixed by the effective theory and which remain open microphysical inputs.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18929045 |
| institution | Zenodo |
| language | eng |
| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | 4 - Microphysical Constraints, Mode Structure, and Measurement in an Effective Phase–Based Medium Jublot, Thomas phase-based dynamics optical–mechanical correspondence Hamilton–Jacobi formulation effective medium theory anisotropic dispersion weak-field gravity phase rigidity emergent particle modes gauge invariance measurement problem Bell inequalities realist quantum interpretation <p>This work extends a phase-based effective framework in which relativistic dynamics and particle properties emerge from phase propagation in an effective medium. Previous companion papers established a phase-invariant kinematics with anisotropic dispersion and an optical–mechanical Hamiltonian formulation reproducing weak-field Schwarzschild dynamics and slow-rotation Kerr effects.</p> <p>The present paper explores several conceptual and microphysical implications of this framework. A minimal radial eigenmode problem is introduced to describe localized excitations of the phase-rigidity medium, providing a possible interpretation of particle species as admissible bound modes. Electromagnetic coupling is shown to follow naturally from local phase-convention invariance, leading to the standard minimal substitution and Lorentz-force dynamics in the eikonal regime.</p> <p>The work also proposes a realist interpretation of measurement and quantum correlations: measurement acts as a local constraint on admissible phase configurations rather than a dynamical collapse, while Bell-type correlations arise from the joint compatibility of local constraints with a single global phase configuration. The framework clarifies which aspects are fixed by the effective theory and which remain open microphysical inputs.</p> |
| title | 4 - Microphysical Constraints, Mode Structure, and Measurement in an Effective Phase–Based Medium |
| topic | phase-based dynamics optical–mechanical correspondence Hamilton–Jacobi formulation effective medium theory anisotropic dispersion weak-field gravity phase rigidity emergent particle modes gauge invariance measurement problem Bell inequalities realist quantum interpretation |
| url | https://doi.org/10.5281/zenodo.18929045 |