The Harmonic Astro Q11 Chip A Toroidal Dual-Rail Phase-Gate Architecture for Electromagnetic Resonance Stabilization

The Harmonic Astro Q11 Chip A Toroidal Dual-Rail Phase-Gate Architecture for Electromagnetic Resonance Stabilization Steven Willis Henderson Independent Researcher | Henderson’s – Harmonic Quantum Multiverse of Cohesion (H - HQMC) Framework (OmnistView / Academia.edu / ResearchGate) ORCID iD: 0009-0004-9169-8148 Date: January 29, 2026

Abstract This paper introduces the Harmonic Astro Q11 Chip, a novel electromagnetic architecture based on a toroidal dual-rail lattice coupled through a central resonance cavity and stabilized by a symmetrical phase-gate node system. The chip is designed as a hardware geometry that enables counter-propagating resonance lanes, supports charge polarity stabilization, and provides a foundation for reduced drift and improved coherence in electromagnetic systems. The architecture may be applied to induction engines, oscillators, timing systems, navigation modules, stabilization systems, and unified field modulation control frameworks. 1. Introduction Most modern electromagnetic devices rely on conventional assumptions of stability: fixed coils, fixed oscillators, fixed timing references, and software correction when inevitable drift occurs. This paper proposes a different approach: Stability can be built into geometry itself. The Harmonic Astro Q11 is introduced as a chip-level architecture where stability is achieved through: 1. symmetry 2. closure 3. counter-propagating resonance 4. harmonic phase anchoring Rather than treating electromagnetic drift as an error to correct after it appears, the Q11 design treats drift as an emergent phenomenon that can be suppressed by structural phase locking. 2. Background and Motivation Phase instability remains a limiting factor in: • precision electronics • high-frequency induction systems • resonant engines and motors • inertial navigation and timing modules • low-noise field control and sensor stabilization Common solutions include: • quartz oscillators • atomic references • feedback loops tuned per device model • drift compensation algorithms However, these solutions remain vulnerable to: • temperature shifts • geomagnetic variation • mechanical vibration • circuit noise • nonlinear resonance drift under load The Q11 concept begins with a premise: Phase coherence can be treated as a geometric property. 3. Astro Q11 Chip Architecture 3.1 Structural Overview The Astro Q11 is a closed-loop lattice that may be represented as a diamond-toroidal structure composed of: • Rail A (first conductive path) • Rail B (second conductive path; mirrored) • a central cavity region (coupling void) • phase-gate nodes (symmetrical anchoring) The central cavity may be implemented as: • dielectric void • air gap • vacuum microcavity • engineered coupling region Its purpose is not emptiness, but resonance control: a cavity that shapes the coupling between mirrored rails. 3.2 Dual-Rail Symmetry The most important mechanical insight of Q11 is dual-rail mirrored opposition: • rail A and rail B have mirrored path length and curvature • the loop is symmetric around a central axis • current and/or flux can propagate in opposing directions on the rails This symmetry provides inherent suppression of perturbation modes. 3.3 Phase Gate Nodes The Q11 includes phase gate nodes placed symmetrically at the top and bottom (in the original design represented as the number 6 at both poles). These nodes act as: • phase anchors • resonance locks • harmonically constrained junction points They can be implemented in multiple ways, including: • junction constrictions • impedance nodes • resonant capacitive nodes • superconductive junction elements • geometric phase-lock nodes In this architecture: the phase is not merely measured — it is enforced. 4. Harmonic Closure and Charge Lane Mapping 4.1 Charge Lane Concept A unique property of Q11 is that the geometry supports two stabilized lanes: • a negative-band lane • a positive-band lane The original Q11 mapping proposed the following harmonic band pairings: • Negative band: (3–11) • Positive band: (6–8) • Negative band: (5–9) • Positive band: (4–10) These band pairings define phase-consistent propagation paths across the structure. 4.2 Closure Rules The Q11 architecture is supported by harmonic closure relations—arithmetic mappings that form a coherent lattice of node derivations. Examples include: • 1 + 2 = 3 • 5 + 6 = 11 • 5 + 1 = 6 • 2 + 6 = 8 • 1 + 4 = 5 • 6 + 3 = 9 • 1 + 3 = 4 • 4 + 6 = 10 These relations function as: • a generative constraint system • a design rule set • a harmonic stabilizer grammar The important point is not the numbers in isolation, but their behavior: They define a closed self-reinforcing lattice. 5. Σ(ε, υ) Parametric Modulation Compatibility The Astro Q11 chip can serve as a physical anchor for parametric modulation frameworks. In the broader Harmonic Electromagnetic Technology Portfolio (HETP), a parametric control function may be expressed in the form: Σ(ε, υ) Where: • ε may represent environmental/seasonal modulation variables (geomagnetic drift, thermal regimes, operating states) • υ may represent a phase coordinate (cycle position, resonance phase, harmonic state) In this context, Q11 serves as a: • stabilizer geometry • phase anchor hardware layer • resonance carrier that can be tuned or modulated 6. Applications The Astro Q11 architecture is directly applicable to: 6.1 Timing Systems • stable oscillators • drift-resistant resonance clocks • phase-gated timing references 6.2 Navigation and Position Systems • reduced sensor drift • improved phase stability under environmental change • geoposition correction architectures 6.3 Induction Motors and EM Engines • phase stabilization under load • counter-propagating resonance torque models • harmonic EM coherence engines 6.4 Vehicle Stabilization • aircraft and drone control stabilization • marine stabilization systems • high-vibration correction modules 6.5 Unified Field Modulation Systems • multiphysics modulation control (EM, acoustic, optical, plasma) • coherent phase modulation frameworks 7. Discussion The Astro Q11 chip should be understood as a geometric hardware primitive: • It is not dependent on any single material • It scales from macro to micro • It is not restricted to one frequency band • It is not restricted to one domain (motor, oscillator, sensor) Its primary function is: to preserve coherence by design. This represents a shift from: • error correction after drift to: • preventing drift by harmonic structure 8. Conclusion The Harmonic Astro Q11 Chip is introduced as a closed-loop dual-rail toroidal lattice architecture with a central resonance cavity and symmetrical phase gate nodes. The architecture enables counter-propagating resonance behavior and stabilizes electromagnetic coherence using harmonic closure constraints. The design forms a bridge between harmonic parametric control frameworks and practical electromagnetic systems, supporting applications spanning timing, navigation, stabilization, energy, and multi-field modulation. Patent Notice / Disclosure A U.S. provisional patent application has been prepared by the author describing aspects of the Astro Q11 architecture and related embodiments. Acknowledgments The author acknowledges independent research efforts and the development of harmonic resonance modeling frameworks under the Henderson Harmonic Multiverse of Cohesion (H - HQMC) and Phase-Time systems.