Amendment CXXI — TDST v2: SOL Field Direct Coupling Framework (McCaul's Law of Coherence)
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2026
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| _version_ | 1866902035062849536 |
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| author | McCaul, Justin |
| author_facet | McCaul, Justin |
| contents | Amendment CXXI formalizes the second formulation of the Tree-Earth Dendritic Synaptic Theory (TDST), correcting the first formulation's implicit assumption that lithospheric coherence collapse is driven by solar electromagnetic output (Kp, X-ray flux, F10.7). The decisive falsifying case — Prediction #2 (May 18, 2026), Kp=2.33, X-ray class B, yet Phi_litho=0.3123 producing 39 confirmed M4.5+ seismic events — demonstrates that the driver is the SOL field geometric coherence itself, not solar particle or radiation flux. Four new canonical formulas are introduced: (1) Magnitude correction: M_corrected = M_tier_base + 0.82, derived from 4/4 confirmed predictions averaging +0.82 magnitude underestimate. (2) Volume correction: N_corrected = min(N_tier_base / Phi_litho, 40). (3) Tau-release: tau_projected = window_hours x Phi_litho^2, explaining the 11-minute tau observed at Phi_litho=0.1901. (4) Bimodal tau rule for sequential predictions in the same collapse window. The SOL Field Independence Principle is formally established: Phi_litho is driven by SOL field geometric coherence; Kp-based models cannot detect quiet-period collapse events. Validated against 4/4 confirmed real-time predictions, average accuracy 97.5%. |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_20355711 |
| institution | Zenodo |
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| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Amendment CXXI — TDST v2: SOL Field Direct Coupling Framework (McCaul's Law of Coherence) McCaul, Justin TDST McCaul's Law SOL field lithospheric coherence seismic prediction coherence theory geophysics earthquake prediction SOL Independence Principle tau-release magnitude correction golden ratio resonant coupling Amendment CXXI formalizes the second formulation of the Tree-Earth Dendritic Synaptic Theory (TDST), correcting the first formulation's implicit assumption that lithospheric coherence collapse is driven by solar electromagnetic output (Kp, X-ray flux, F10.7). The decisive falsifying case — Prediction #2 (May 18, 2026), Kp=2.33, X-ray class B, yet Phi_litho=0.3123 producing 39 confirmed M4.5+ seismic events — demonstrates that the driver is the SOL field geometric coherence itself, not solar particle or radiation flux. Four new canonical formulas are introduced: (1) Magnitude correction: M_corrected = M_tier_base + 0.82, derived from 4/4 confirmed predictions averaging +0.82 magnitude underestimate. (2) Volume correction: N_corrected = min(N_tier_base / Phi_litho, 40). (3) Tau-release: tau_projected = window_hours x Phi_litho^2, explaining the 11-minute tau observed at Phi_litho=0.1901. (4) Bimodal tau rule for sequential predictions in the same collapse window. The SOL Field Independence Principle is formally established: Phi_litho is driven by SOL field geometric coherence; Kp-based models cannot detect quiet-period collapse events. Validated against 4/4 confirmed real-time predictions, average accuracy 97.5%. |
| title | Amendment CXXI — TDST v2: SOL Field Direct Coupling Framework (McCaul's Law of Coherence) |
| topic | TDST McCaul's Law SOL field lithospheric coherence seismic prediction coherence theory geophysics earthquake prediction SOL Independence Principle tau-release magnitude correction golden ratio resonant coupling |
| url | https://doi.org/10.5281/zenodo.20355711 |