Preliminary summary examines metric wave C's influence on distance exponent in an ABC closed phase system, indicating significant relational compensation effects.
This release publishes a preliminary summary of ABC closed phase system experiments designed to test whether adding an internal metric wave C can determine the distance exponent left open by the AB two-body experiments. The experiments introduce C-gauge validity windows, C-position controls, and decomposition of f_AB, f_AC, f_BC, and f_ABC. The results show acceleration-like AB relational compensation, but no native inverse-law or inverse-square-law dependence on position phase difference. Valid cases remained proportional-type, clarifying the boundary of the current one-dimensional localized-wave harmonic model.
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Noriaki Kihara (2026) studied this question.
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