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[[Category:torus knot]] {{taxonMathematic|torus|torus knot}}

...adius of '''Phi⁴/1'''. The knot windings are three unique 13:8 knot windings of copper, producing sorted phase-conductors for step-phase rotary ...ese design criteria are met with integer winding-harmonics (as a Fibonacci knot winding ratio), and irrational physical dimensions.

[[File:Golden torus Fibonacci knot 3-2.png|300px|left]] ...an emergent quantum field upon a magnetic phased-array of Fibonacci torus knot windings, helically wound upon a donut of golden ratio profile.

[[Category:knot chirality grouping]] ...pposing polarities. The magical sorted grouped-chirality of the Fibonacci knot ratio affords the zero crossing of self-oscillation at the boundary between

...copper tubing arranged in a Fibonacci knot configuration around a 'golden torus profile'. This design is employed to excite the nuclear magnetic resonance ...edge jitter of an asynchronously operating ring oscillator that drives the knot winding segments.

[[Category:torus]] [[Category:torus knot]]

...en torus by a design evolution (circa 2023) as a nuclear magnetic resonant knot winding as one half of an electrical phase circuit. ...per NMR jargon) upon the [[Field Array meta-material |meta-material of the knot windings]] as electrical conductors, and 2) an adjustable voltage source to

...sed as a winding ratio, form an almost golden slope of the windings of the knot on the donut. ...ical conductors on the torus profile) host a magnetic image of a 3:2 torus knot winding.

...ups for a Fibonacci number knot winding ratio of 13:8 are 3-, 5-, 11-, and 13-count of knots on a donut. ...ircle''', encircling the periphery of the donut, around the outside of the torus surface of the copper knotted windings. They belt the equator of the donut