Reality-constrained educational study · Conservative fields · Energy accounting enforced
Sets permanent-magnet imbalance + micro-nudge amplitude. Pulse energy drawn from main output after start-up.
The classic circle is more than geometry. Yang (+) — light, active, outward, the rising force. Yin (−) — dark, receptive, inward, the returning force. Each contains a seed of the other; neither exists alone. In this engine the two polarities dance, seeking balance they never quite reach — a quiet reminder that motion itself is born from the tension of opposites held in graceful, unfinished conversation.
Safety note: All high-speed rotating assemblies must be enclosed by armored steel containment rings rated for the design RPM. Auto-unbalance sensors continuously monitor vibration and will cut power and engage mechanical brakes if imbalance exceeds safe thresholds. Laboratory ultracentrifuges routinely operate at up to 150 000 RPM inside vacuum chambers under the same class of containment.
The design stays closest to Occam’s razor: strong fixed magnets create the landscape; short, self-powered pulses only unlock the wells. The system continually seeks an equilibrium the pulses keep just out of reach — a playful physical echo of Nash equilibrium. Serious physics, playful geometry.
Special dedication to John Forbes Nash Jr. (1928–2015). Nash equilibrium describes a state in which no participant can improve its outcome by unilateral change. Here the permanent-magnet geometry and asynchronous strength offsets keep the rotor continually “seeking” a magnetic equilibrium that the timed pulses deliberately keep just out of reach. Continuous motion born from the tension of an equilibrium that remains just beyond grasp.
All plates and anomalies are permanent magnets. The fixed arrangement creates a conservative potential. Instantaneous torque varies with angle, yet the average over a full revolution is exactly zero.
Without assist the rotor settles into a potential well.
At lock angles a brief current pulse is injected. Electrical energy for the pulses is taken from the main generated output (after external spin-up). The same accounting applies to Auto Yoke pulses.
Assist power is subtracted from gross yield to give net yield.
A stationary copper coil (the “halo”) surrounds the rotating permanent-magnet assembly. As the magnetic field of the rotor sweeps past the coil, the magnetic flux ΦB through the coil changes with time. Faraday’s law states that an electromotive force is induced:
The induced EMF drives a current in the closed copper circuit. By Lenz’s law this current produces its own magnetic field that opposes the change in flux, resulting in a braking torque on the rotor. In the simulation this opposing torque is accounted for as the generation load, and the electrical energy available from the current is what powers the micro-nudge and Auto Yoke pulses. No energy is created; energy is merely converted from mechanical to electrical form (and partly returned as control pulses).
$$P_{gross}=\tau_{net}\cdot\omega\qquad,\qquad P_{net}=P_{gross}-P_{assist}$$
Because the permanent-magnet contribution averages to zero, continuous net positive electrical yield after the initial spin-up energy is consumed is not possible under the enforced conservation rules. The simulation makes this transparent.
Every geometric element inside the circle is a permanent magnet. Macro plates form continuous polarity domains; micro anomalies are discrete opposite-polarity magnets. The golden-ratio inverse (φ⁻¹ ≈ 0.618) offset between macro and micro strengths produces a smooth asynchronous torque profile.
| Element | Relative Strength | Role |
|---|---|---|
| Macro Plate (+) | 100 % (Spectrum) | Primary positive field |
| Macro Plate (−) | 100 % (Spectrum) | Primary negative field |
| Micro Anomaly (+) | ≈ 61.8 % (φ⁻¹ × Spectrum) | Local imbalance |
| Micro Anomaly (−) | ≈ 61.8 % (φ⁻¹ × Spectrum) | Local imbalance |
| Pulse Coils (×4) + Yoke | Amplitude ∝ Spectrum / interval | Brief unlock torque; energy from main output |
Approximate 2026 industrial prices (USD). Quantities for a mid-size laboratory unit (≈ 280–400 mm class).
| Component | Spec | Est. Cost | Function |
|---|---|---|---|
| Macro Plates | NdFeB N52 | $400–720 | Primary field |
| Micro Anomalies | SmCo | $300–625 | Local imbalance |
| Pulse Coils + Yoke | Cu + soft iron | $80–180 | Timed unlock |
| Sensors + Controller | Hall / MCU | $120–350 | Timing |
| Titanium Housing | Ti-6Al-4V | $250–550 | Vacuum containment |
| HTS Bearings | YBCO | $800–2 500 | Near-zero friction |
| Vacuum System | 10⁻⁹ Torr class | $600–1 800 | Drag elimination |
| Est. Total (prototype) | ≈ $2 700 – $7 100 | Excl. labour | |
Permanent magnets demagnetize only very slowly (≈ 1–2 % per century at < 80 °C). Electronics and coils follow ordinary industrial lifetimes. The simulation already subtracts pulse energy from generated output so the reported net yield is after assist cost.
These figures are purely illustrative and assume a continuous net output after all assist costs. Under the enforced physics the permanent-magnet contribution averages to zero; any sustained net yield requires continuous energy input equal to output plus losses. The numbers below are therefore upper-bound educational examples only.
| Period | Illustrative Net Energy | Value @ $0.09/kWh |
|---|---|---|
| 1 Year | ≈ 197 100 kWh | ≈ $17 740 |
| 5 Years | ≈ 985 500 kWh | ≈ $88 700 |
| 10 Years | ≈ 1 971 000 kWh | ≈ $177 400 |
Real-world output depends on scale, load matching, thermal management and measured efficiency. The simulation makes the energy-accounting transparent so any claim can be tested.
High-speed rotating magnetic assemblies store significant kinetic energy. Laboratory scientific ultracentrifuges routinely reach 150 000 RPM inside vacuum chambers and are therefore the engineering benchmark for containment practice. The same principles apply here.
Title: Timed Micro-Nudge and Yoke-Pulse Method for Magnetic-Potential Unlock in a Permanent-Magnet Rotor
Inventor: Michael Christopher Crichton Haws
Summary of Claim:
A method of maintaining continuous rotation of a permanent-magnet rotor whose torque landscape contains one or more potential wells, comprising:
This statement is educational and provisional in character. It does not constitute a granted patent, does not claim free energy or violation of thermodynamics, and is offered solely for discussion and further independent development. All rights reserved.
Diamond H Designs
Inventor: Michael Christopher Crichton Haws
Assisted by Gemini and Grok
This work carries a special dedication to John Forbes Nash Jr. The magnet geometry and asynchronous offsets keep the rotor continually seeking an equilibrium that the timed pulses ensure it never quite reaches. Continuous motion born from the tension of an equilibrium that remains just beyond grasp.
St. Albert the Great — Doctor of the Church, scientist, philosopher. Patron of scientists. May his spirit of rigorous curiosity guide every measurement.
St. Anne, Mother of Mary — Grandmother of Jesus. Invoked for patience and perseverance in long endeavours. St. Anne, pray for us!
Ave Maria! Deus Vult! JMJ!
Disclaimer
This page and the Magnetic Vacuum Resonance Engine — Nash's Nudge concept are presented for educational, theoretical and design-exploration purposes only. The interactive simulation is a conceptual model that enforces conservation of energy and conservative magnetostatic fields. It does not constitute a claim of free energy, perpetual motion or violation of the laws of thermodynamics. Any real-world implementation requires independent engineering validation, safety certification and compliance with all applicable laws. Materials, costs and projections are approximate illustrations only. Diamond H Designs and the inventor assume no liability for any use or interpretation of the information herein.