
This note records a conceptual direction that follows from the Cohesion UFT c-bitframework [2]: the use of stable magnetic field orientation as a binary informationcarrier, bypassing electron transport entirely. The physical principle is simple. A stablemagnetic moment occupies the n = 2 bipolar recursion geometry established in theseries. Two stable orientations exist by the geometry of that mode. The restoringtorque returns the moment to its natural axis without external energy input — this isthe free reset step. Writing a bit requires only a small field perturbation to displace themoment from its stable orientation — this is the cost step. Reading requires detectingorientation, not measuring current flow. No electron transport is required at any stage.This note does not propose a device design or make engineering claims. It recordsthe physical principle and identifies the direction for researchers working in spintronicsand magnetic computing. The connection between the Cohesion UFT geometric accountof magnetic stability and the engineering of non-electronic binary systems is identifiedhere as an open direction, not a derived result.
Molecular spintronics, Quantum physics, Nuclear physics, Computer processors, Physics/instrumentation, Atomic physics, Plasma physics, Magnetics/instrumentation, Computer Systems, Solar physics, Heat (physics), Computers, Physics, Physics/education, Quantum computers, Particle physics, Physics/standards, Spintronics, Condensed matter physics, Laser physics, Mathematical physics, Physics/methods, Mesoscopic physics, Theoretical physics
Molecular spintronics, Quantum physics, Nuclear physics, Computer processors, Physics/instrumentation, Atomic physics, Plasma physics, Magnetics/instrumentation, Computer Systems, Solar physics, Heat (physics), Computers, Physics, Physics/education, Quantum computers, Particle physics, Physics/standards, Spintronics, Condensed matter physics, Laser physics, Mathematical physics, Physics/methods, Mesoscopic physics, Theoretical physics
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