| _version_ | 1866901189590777856 |
|---|---|
| author | Borge, Christian Macinnis |
| author_facet | Borge, Christian Macinnis |
| contents | <p>This paper presents the microphysical foundations of the density–dependent gravitational</p> <p>coupling (DDGC) mechanism previously developed at the phenomenological level. The</p> <p>analysis is entirely theoretical and constructed strictly within established quantum field</p> <p>theory, plasma physics, and general relativity. No modification of Einstein’s equations is</p> <p>proposed, no new fields are introduced, and no departures from known physics are assumed.</p> <p>We show that collective electromagnetic excitations in ionized media contribute narrow,</p> <p>positive spectral weight to the stress–energy trace, producing a controlled, density-dependent</p> <p>multiplicative factor in the effective gravitational source term. This effect arises through</p> <p>a mixed operator channel between the electromagnetic field strength and the gluonic trace</p> <p>sector, combined with plasma–correlation coherence over macroscopic length scales.</p> <p>A formal derivation is given for the scaling behavior of the coherence factor N(ρp),</p> <p>relating it to Debye screening and collective–mode plasma dynamics. The result reproduces</p> <p>the functional dependence previously introduced phenomenologically, now obtained from</p> <p>first–principles operator and spectral arguments:</p> <p>N(ρp) = 1 + Kρ−3/2</p> <p>p , (1)</p> <p>with K determined by microscopic QCD and electromagnetic parameters.</p> <p>The framework preserves full compatibility with general relativity and standard particle</p> <p>physics across all densities, reduces to unity in neutral or dense environments, and remains</p> <p>negligible in laboratory regimes. Significant effects are shown to arise only in dilute, ionized</p> <p>astrophysical media where long–range electromagnetic correlations are known to occur.</p> <p>This paper completes the theoretical structure underlying the DDGC mechanism and</p> <p>provides the mathematical foundations connecting trace spectral density to macroscopic</p> <p>gravitational response in ionized matter.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18003582 |
| institution | Zenodo |
| language | eng |
| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Microphysical Operator Foundations of Density-Dependent Gravitational Couplings (DDGC-III) Borge, Christian Macinnis Gravity Gravity Quantum physics Quantum Theory Plasma Plasma physics <p>This paper presents the microphysical foundations of the density–dependent gravitational</p> <p>coupling (DDGC) mechanism previously developed at the phenomenological level. The</p> <p>analysis is entirely theoretical and constructed strictly within established quantum field</p> <p>theory, plasma physics, and general relativity. No modification of Einstein’s equations is</p> <p>proposed, no new fields are introduced, and no departures from known physics are assumed.</p> <p>We show that collective electromagnetic excitations in ionized media contribute narrow,</p> <p>positive spectral weight to the stress–energy trace, producing a controlled, density-dependent</p> <p>multiplicative factor in the effective gravitational source term. This effect arises through</p> <p>a mixed operator channel between the electromagnetic field strength and the gluonic trace</p> <p>sector, combined with plasma–correlation coherence over macroscopic length scales.</p> <p>A formal derivation is given for the scaling behavior of the coherence factor N(ρp),</p> <p>relating it to Debye screening and collective–mode plasma dynamics. The result reproduces</p> <p>the functional dependence previously introduced phenomenologically, now obtained from</p> <p>first–principles operator and spectral arguments:</p> <p>N(ρp) = 1 + Kρ−3/2</p> <p>p , (1)</p> <p>with K determined by microscopic QCD and electromagnetic parameters.</p> <p>The framework preserves full compatibility with general relativity and standard particle</p> <p>physics across all densities, reduces to unity in neutral or dense environments, and remains</p> <p>negligible in laboratory regimes. Significant effects are shown to arise only in dilute, ionized</p> <p>astrophysical media where long–range electromagnetic correlations are known to occur.</p> <p>This paper completes the theoretical structure underlying the DDGC mechanism and</p> <p>provides the mathematical foundations connecting trace spectral density to macroscopic</p> <p>gravitational response in ionized matter.</p> |
| title | Microphysical Operator Foundations of Density-Dependent Gravitational Couplings (DDGC-III) |
| topic | Gravity Gravity Quantum physics Quantum Theory Plasma Plasma physics |
| url | https://doi.org/10.5281/zenodo.18003582 |