01 / Problem
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Paper 037 / June 14, 2026
Cogravitational Induction and Moving-Mass Observables
Rotation, translation, and time-dependent mass-current signatures in a Jefimenko-compatible field model
01 / Abstract
Abstract
This proposal develops a moving-mass observable catalogue for Jefimenko-style gravity/cogravity. It derives leading expressions for translating point masses and rotating compact sources, classifies the sign behavior of candidate signals under reversal controls, and identifies induction-style loop observables from the equation curl g equals minus the time derivative of K. The paper emphasizes scale honesty: laboratory cogravity from ordinary rotors is expected to be extremely small, so near-term value comes from null discipline, artifact separation, and bridges to geophysical and astrophysical tests.
02 / Frame
Research Frame
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\[
\kfield(\x,t)=-\frac{G}{c^2}\int\left(\frac{[\J]}{R^3}+\frac{[\partial_t\J]}{cR^2}\right)\times\R\,\dd^3x'.
\]
\[
\kfield_s(\x,t)=-\frac{GM}{c^2}\left(\frac{[\vvec_s]\times\R}{R^3}+\frac{[\mathbf a_s]\times\R}{cR^2}\right),
\]
03 / Structure
Paper Structure
The manuscript follows the JMP0X1B discipline: state the problem, formalize the model, name the claims, and publish enough source material for review and revision.
02 / Model
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03 / Claims
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04 / Evidence Plan
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04 / Files
Paper Files
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