Magnetic Motor with alternator
iOS app by David Nishimoto. Business · David Nishimoto
- Store rating
- 0 / 5
- Store rating count
- 0
- Download price
- 19.99 USD
- In-app purchases
- Unknown
- Version
- 1.0
- Listing last refreshed
- 2026-09-12
View the original store listing
Store description excerpt
The Magnetic Rotor Stator Motor Alternator Simulator and the hydrino energy model represent two fundamentally different approaches to energy systems. The first is based on established electromagnetic physics, while the second proposes a hypothetical atomic energy mechanism. A magnetic rotor system works through the interaction between magnetic dipoles and external magnetic fields. A magnet placed in a field experiences torque that attempts to align it with the field. Multiple magnets on a rotor can combine their forces to produce rotation, but a fixed magnetic field cannot create continuous motion. The rotor reaches a stable low energy position and stops. Continuous rotation requires changing magnetic fields through commutation, as used in brushless motors, where electronic switching keeps the rotor moving. The rotor dynamics are determined by torque balance. Magnetic torque accelerates the rotor, while friction, mechanical losses, and electrical loading resist motion. When the rotor drives an alternator, electrical generation creates an opposing magnetic torque due to Lenz's Law. More electrical power output requires more mechanical input because the generated magnetic field pushes back against the rotation. The energy relationship is therefore: Input Energy = Mechanical Output + Electrical Output + Losses A useful analogy is a bicycle generator. A rider can spin the wheel easily with no load, but connecting a generator and powering a light makes pedaling harder. The light energy comes from the rider's effort. The generator converts energy; it does not create energy. The hydrino model proposes a different energy source. It suggests that hydrogen atoms may transition into lower energy configurations below the conventional hydrogen ground state. These proposed states are described as fractional states of the normal hydrogen configuration. According to this hypothesis, the stronger atomic binding releases energy during the transition. The model proposes catalysts that enable these transitions by matching specific energy differences, similar to resonance in other physical systems. An analogy is a ball moving down a staircase, where each step represents a stable energy state. Moving downward releases energy, and the catalyst acts as a guide that allows the transition. Another analogy is a compressed spring with multiple locking positions. Each lower position represents a tighter configuration containing less potential energy. When the spring moves to a lower position, stored energy is released. The critical difference is scientific verification. The magnetic motor model uses experimentally confirmed laws: magnetic fields produce torque, changing magnetic fields generate electricity, and energy is conserved. A simulation can accurately predict behavior using measured physical constants. The hydrino model requires additional assumptions about atomic states and transition mechanisms that have not been confirmed by mainstream quantum mechanics.
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