V3 Solar System Gravity Simulator: Comparing Newtonian Gravity with V3 Predictions – Residual Gravity in Deep Space (≈1.15 × 10⁻¹⁰ m/s²) as Falsifiable Test for Space Probes

This deposit contains a Python script that simulates gravitational acceleration on Solar System bodies (Sun, planets, Moon) using two frameworks: classical Newtonian gravity and the V3 Architecture (Blida Standard). The script then makes a falsifiable prediction for deep space gravity that distinguishes V3 from Newton/Einstein. WHAT THIS CODE DOES: 1. Calculates Newtonian surface gravity (g = G × M / r²) for 11 bodies: Sun, Mercury, Venus, Earth, Moon, Mars, Jupiter, Saturn, Uranus, Neptune, Pluto. 2. Calculates V3 surface gravity which includes corrections from: - Ambient H₃O₂ condensate pressure (varies with distance from Sun, density, magnetic field) - Planetary rotation (vorticity effect, ω² × R) - Magnetic field coupling (B-field as proxy for phase vorticity) 3. Compares both predictions with empirical data from space missions (Voyager, Cassini, Juno) – showing that V3 matches Newton within current measurement precision for surface gravity. 4. Computes inter-body gravitational forces (Sun – planet) with V3 corrections, testable by precise orbital ephemeris. 5. Predicts a NON-ZERO residual gravity in deep space (intergalactic/intersolar void): - Newton/Einstein: g = 0 - V3: g_vacuum = Ψ_V₃ × c² / (R_Hubble × ρ_cond) ≈ 1.15 × 10⁻¹⁰ m/s² 6. Provides a FALSIFIABLE prediction for space agencies (NASA, ESA, CNSA, JAXA): - If deep space probes measure g = 0 → V3 is falsified - If they measure g ≈ 1.15 × 10⁻¹⁰ m/s² → V3 is validated 7. Explains the Pioneer anomaly (unexplained deceleration of ~8 × 10⁻¹⁰ m/s²) as consistent with V3's predicted residual gravity (same order of magnitude). KEY FEATURES: - Zero free parameters (all constants anchored to V3 invariants: Ψ_V₃ = 48,016.8 kg·m⁻², ρ_cond = 1,026 kg·m⁻³, β = 10⁶, α = 1/137.036, k = 7) - Fully deterministic (no random numbers, no Monte Carlo) - Pure Python (standard library only – no numpy, no scipy) - Passes CodeQL Advanced security audits - Verifies modulo-9 heptadic closure (convergence within 7 cycles) - Runs in less than 10 seconds on a standard CPU OUTPUT: The script outputs three tables: 1. Surface gravity comparison (g_Newton, g_V3, g_empirical, errors) 2. Inter-body forces (Sun–planet, F_Newton vs F_V3) 3. Residual gravity prediction (g_vacuum ≈ 1.15 × 10⁻¹⁰ m/s²) CONCLUSION: Within the Solar System, V3 and Newton/Einstein give identical results (corrections <0.001%). The critical test is in DEEP SPACE. V3 predicts a non-zero residual gravity of ~1.15 × 10⁻¹⁰ m/s², while Newton/Einstein predict zero. This prediction is falsifiable by current or future deep space probes (Voyager, New Horizons, or dedicated missions). If confirmed, V3 would replace Newton/Einstein as the correct description of gravity at cosmic scales. If falsified, V3 must be revised or abandoned. Keywords: V3 Architecture, gravity simulation, solar system, planetary gravity, deep space, residual gravity, Pioneer anomaly, falsifiable prediction, Newtonian gravity, Einstein relativity, H₃O₂ condensate, phase pressure, vorticity, heptadic closure, k=7, modulo-9, space mission, NASA, ESA, CNSA, JAXA