Force, Energy, and Δf-Elasticity in USP Field Theory A Unified Interpretation Consistent with Classical and Relativistic Dynamics (msf:48220 v1.1.1)

This note presents an operational USP Field Theory interpretation of force and energy that preserves established classical and relativistic dynamics. Force is treated as directional energy transfer distributed over an effective interaction corridor length (“corridor bookkeeping”): F_parallel ≈ ΔE_dir / ℓ_corr. The corridor length ℓ_corr is defined operationally and may be estimated from measurable proxies such as: (1) beamline interaction geometry, (2) mean free path (nσ)^−1 for a specified coupling channel, or (3) interferometric coherence length. The document includes: Worked numerical scaling examples (macroscopic and electron rest-energy cases) A phenomenological mismatch-response factor R_usp calibrated against the relativistic divergence metric (γ − 1) A quantum-to-classical bridge showing how discrete resonance locking transitions into aggregate corridor dynamics An aggregation example demonstrating emergence of classical-scale force from many microscopic channels Mapping of an illustrative collapse mismatch scale (~10^19 Hz) to an energy scale (~40 keV) using E = h f An expanded “Observational Alignment” and falsifiability section including accelerator protocols, Lorentz constraints, interferometric diagnostics, and high-energy astrophysical context USP is presented as an interpretive and operational layer—introducing measurable proxies and geometric bookkeeping—rather than replacing tested equations of motion or relativistic kinematics. No dense drag medium is assumed, and compatibility with Michelson–Morley–type null results and modern accelerator data is explicitly maintained.

Authors

Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-02-15
DOI
https://doi.org/10.5281/zenodo.18646059
Primary Topic
Quantum Mechanics and Applications
Type
article
Field-Weighted Citation Impact
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article

Force, Energy, and Δf-Elasticity in USP Field Theory A Unified Interpretation Consistent with Classical and Relativistic Dynamics (msf:48220 v1.1.1)

Sadegh Sepehri
Zenodo (CERN European Organization for Nuclear Research)
Quantum Mechanics and Applications
article

Force, Energy, and Δf-Elasticity in USP Field Theory A Unified Interpretation Consistent with Classical and Relativistic Dynamics (msf:48220 v1.1.1)

Sadegh Sepehri
article en

Abstract

This note presents an operational USP Field Theory interpretation of force and energy that preserves established classical and relativistic dynamics. Force is treated as directional energy transfer distributed over an effective interaction corridor length (“corridor bookkeeping”): F_parallel ≈ ΔE_dir / ℓ_corr. The corridor length ℓ_corr is defined operationally and may be estimated from measurable proxies such as: (1) beamline interaction geometry, (2) mean free path (nσ)^−1 for a specified coupling channel, or (3) interferometric coherence length. The document includes: Worked numerical scaling examples (macroscopic and electron rest-energy cases) A phenomenological mismatch-response factor R_usp calibrated against the relativistic divergence metric (γ − 1) A quantum-to-classical bridge showing how discrete resonance locking transitions into aggregate corridor dynamics An aggregation example demonstrating emergence of classical-scale force from many microscopic channels Mapping of an illustrative collapse mismatch scale (~10^19 Hz) to an energy scale (~40 keV) using E = h f An expanded “Observational Alignment” and falsifiability section including accelerator protocols, Lorentz constraints, interferometric diagnostics, and high-energy astrophysical context USP is presented as an interpretive and operational layer—introducing measurable proxies and geometric bookkeeping—rather than replacing tested equations of motion or relativistic kinematics. No dense drag medium is assumed, and compatibility with Michelson–Morley–type null results and modern accelerator data is explicitly maintained.

Zenodo (CERN European Organization for Nuclear Research)
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