Planetary Time Equalization

H-Bond Tension as Universal Tau-Synchroniser · d² Cancellation (P-TEQ-10) · Ecliptic Flatness as Geometric Signature

Stephen Daubney · The Daubney Foundation

P-TEQ-1 to P-TEQ-6 dΣΤ = 0 → universal time d² cancellation ±7° ecliptic coherence B-DNA same mechanism Earth Sciences
Strand 2 tension
H-bond lock
All 8 planets
One Tau-time
d² cancel
P-TEQ-10

P-TEQ-1 · The Universal Tau-Time Claim

In FOT, every planet in the solar system oscillates on a single universal Tau-time. The conservation law dΣΤ = 0 prevents any genuine fragmentation of Tau across the solar system. What relativity calls "proper time dilation" is a local Tau-density variation, not a change in the flow of time itself.

P-TEQ-1
All planets in the solar system are coupled to a single universal Tau-time by the Strand 2 H-bond tension propagating through the Tau-medium at cG1. No planet has a private "proper time" distinct from the solar Tau-beat.

P-TEQ-2 · Strand 2 H-Bond Tension Mechanism

The synchronisation is not gravitational. It operates through Strand 2 of the Tau double helix: the H-bond tension component propagating at cG1 = 299,789,233.7 m/s. This is the same mechanism that holds B-DNA geometry intact at the molecular scale — translated 10²⁰ in size to the planetary register.

P-TEQ-3 · d² Cancellation (P-TEQ-10)

The inverse-square dilution of the spherical Tau-wave front exactly cancels the inverse-square gravitational coupling at every orbital radius. Every planet receives identical Tau-flux regardless of its distance from the Sun.

Tau-flux at distance d: Φ_τ = Φ₀ / d² Gravitational coupling: F ∝ 1 / d² Product: Φ_τ × F = Φ₀ × F₀ [independent of d] Every planet is equally Tau-connected to the solar node.

P-TEQ-4 · Ecliptic Flatness = ±7° Tau-Coherence Angle

All planetary orbits lie within ±7° of the ecliptic plane. This is not a consequence of nebular collapse — it is the Tau-field coherence requirement. The half-angle of the first Tau-cone = arcsin(1/8) = 7.18°, where 8 = 2³.

Orbits beyond ±arcsin(1/8) = 7.18° are Tau-decoupled from the primary helix. Eris (inclination 44°) is a confirmed Tau-decoupled body. All 8 major planets and all dwarf planets within the canonical solar register satisfy the ±7° bound.

P-TEQ-5 · B-DNA and the Solar System — Same Tau-Mechanism

PropertyB-DNA (10⁻⁹ m)Solar system (10¹¹ m)
Helix axis3′–5′ backboneEcliptic normal
Strand 1Watson (covalent)Prograde orbital motion
Strand 2Crick (H-bond)Tau-field tension
Coherence lockH-bond 18/π² radd² cancellation (P-TEQ-10)
Scale ratio~10²⁰ — not a metaphor, a structural identity

P-TEQ-6 · Testable Predictions

PredictionMethodStatus
Schumann phase coherence across Earth/Jupiter/Saturn within cG1 light-travel timeCross-correlate planetary Schumann dataJupiter/Saturn Schumann observed; phase correlation unmeasured
No major planet inclination > arcsin(1/8) = 7.18°Survey all major-body inclinationsConfirmed for 8 planets
Life probability independent of orbital radius (Tau-flux universal)Astrobiology surveyTestable with exoplanet data

Open Full PDF ↗