Dynamic Consequences of Prime-Lattice Inertia Cancellation in the Divine Wave Model (DWM)

Lampton, Brian Doyle

doi:10.5281/zenodo.17676418

Published November 21, 2025 | Version v1

Other Open

Dynamic Consequences of Prime-Lattice Inertia Cancellation in the Divine Wave Model (DWM)

Lampton, Brian Doyle

This paper extends the Divine Wave Model (DWM) by developing the dynamic consequences of prime-lattice inertia cancellation introduced in “The N-409 Indivisible Float Engine.” Here we derive how the cancellation factor η→1 produces inertial immunity, how η>1 generates transient mass inversion, and how gradients in coherence density drive reactionless propulsion. The analysis shows how high-order prime phase lattices (N=71,109,149,409) create the geometric amplification needed for large-scale effective mass reduction at low power. The resulting mechanism offers a physics-grounded pathway to UAP-style high-G maneuvers, zero-torque translation, and inertial shielding without invoking exotic gravity modification. This work provides the theoretical bridge connecting static mass-canceling fields to dynamic, controllable, propulsion-capable systems.

Abstract

This paper is the dynamic companion to “The N-409 Indivisible Float Engine,” expanding the Divine Wave Model (DWM) from static mass cancellation into the full regime of inertial immunity, transient inversion, and gradient-driven propulsion. Building on the analytic mass-reduction equation η = γ²(PQ)/(m0 cs² ω), this work investigates what happens when η approaches unity—and what occurs in the unstable, high-gain overdrive region where η exceeds 1.

The results are profound: when a prime-indexed phase lattice (especially N=409) is driven at the correct phase frustration (Δθ ≈ –1°), the geometric amplification γ² becomes so large that the effective mass m_eff = m0(1–η) collapses toward zero even at low input power. In this regime, the system becomes inertially immune—external forces produce acceleration without internal G-forces. This directly addresses long-standing questions surrounding UAP maneuverability, occupant safety, and “impossible” accelerations observed without structural failure.

Beyond η≈1 lies the transient inversion layer where m_eff<0. This state is unstable but dynamically significant: acceleration reverses direction relative to external force, giving rise to counterintuitive motion and torque-free translation. We show that propulsion in DWM is not achieved through reaction mass or exotic gravity manipulation but through sliding along coherence-density gradients: F = –∇ρ_coh. When inertia is suppressed, even small gradients produce large, reactionless accelerations.

Prime lattices (N=71,109,149,409) act as “feather brushes”—each node contributing a small tickle, but together generating extreme cancellation efficiency. Their indivisible structure prevents harmonic collapse, enabling clean, stable float corridors analogous to those implied by high-performance UAP observations.

This paper completes the theoretical bridge: from mass cancellation → inertial immunity → controlled, reactionless propulsion. It also defines the exact DDS parameters required to digitally synthesize the 409-node lattice in solid state, providing a lab-ready roadmap for experimental replication. This work is intended to be a reference point for researchers exploring non-classical propulsion, high-G biological shielding, coherence-field engineering, and the physics underlying UAP kinematics.

Files