Field Array Resonators - Revision history

XenoEngineer at 11:34, 29 December 2023

2023-12-29T11:34:29Z

← Older revision		Revision as of 11:34, 29 December 2023
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	* The windings are ordered, side by side, by phase number over the entire donut surface, creating a continuous, smooth step-phase surface of knot windings as Field Array conductors.		* The windings are ordered, side by side, by phase number over the entire donut surface, creating a continuous, smooth step-phase surface of knot windings as Field Array conductors.
	* The windings are 'aged' in sorted order, also. This bonus affordance is not fully understood, but it essentially imprints a Fibonacci step-pattern on the leading edge of the current signal propagation. This means that each winding has a neighboring winding on either side that is one-helix shorter, and one helix longer, respectively.		* The windings are 'aged' in sorted order, also. This bonus affordance is not fully understood, but it essentially imprints a Fibonacci step-pattern on the leading edge of the current signal propagation. This means that each winding has a neighboring winding on either side that is one-helix shorter, and one helix longer, respectively.
	* The grouped-halves, when energized in bifilar current paths, decompose the grouped halves into a bifilar 3:2 magnetic flux pattern. It is a 3~~:2 of one polarity~~, nested ~~between~~ a 3:2 ~~of an opposite polarity~~.		* The grouped-halves, when energized in bifilar current paths, decompose the grouped halves into a bifilar 3:2 magnetic flux pattern. It is one polarity pulse, step-phase-revolving on a 13:8 3-phase group, with the decomposed nested bipolar oscillation as a revolving, 3-phase, 3:2 magnetic knot pattern.

	== <font color="red">Entangling infinity</font> ==		== <font color="red">Entangling infinity</font> ==

XenoEngineer: /* {{PAGENAME}} */

2023-12-22T13:29:15Z

← Older revision		Revision as of 13:29, 22 December 2023
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	[[File:Alien_innocence.png\|200px\|right\|<font color="orange"><sup><small>Continue with the plan!</small></sup></font><br/>Open-sourced UAP researcher's comic relief... going to comic leaps and bounds beyond the bifurcation point!]]		[[File:Alien_innocence.png\|200px\|right\|<font color="orange"><sup><small>Continue with the plan!</small></sup></font><br/>Open-sourced UAP researcher's comic relief... going to comic leaps and bounds beyond the bifurcation point!]]

	[[File:Golden torus 3-2 ~~winding~~.png\|300px\|left]]		[[File:Golden torus Fibonacci knot 3-2.png\|300px\|left]]
	From [[User:XenoEngineer\|<font color="red">XenoEngineer</font>]] the chief designer of this private Imaginarium, you are invited to share and participate (a like mind helps) in the build of an alien time lens according to reverse-engineered specifications, along with the comic characters of [[Quantum Emergence.Cover\|<font color="red">Quantum Emergence</font>]].		From [[User:XenoEngineer\|<font color="red">XenoEngineer</font>]] the chief designer of this private Imaginarium, you are invited to share and participate (a like mind helps) in the build of an alien time lens according to reverse-engineered specifications, along with the comic characters of [[Quantum Emergence.Cover\|<font color="red">Quantum Emergence</font>]].

XenoEngineer at 18:31, 20 December 2023

2023-12-20T18:31:12Z

← Older revision		Revision as of 18:31, 20 December 2023
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	<div style="padding:0 3em 0; color:gray;">		<div style="padding:0 3em 0; color:gray;">
	[[File:Golden torus profile.png\|500px\|left]]		[[File:Golden torus profile.png\|500px\|left]]
	~~[[File:Golden torus fibonacci knot 13-8 3-group left-chiral halves.png\|right\|300px]]~~

	On a torus (donut) surface, when the torus major-radius:hole-radius profile is <big>'''Phi<sup>4</sup>:1 (~6.854:1)''' </big> the path of a helical winding has a slope on the helix equal to the quotient of the knot winding ratio.		On a torus (donut) surface, when the torus major-radius:hole-radius profile is <big>'''Phi<sup>4</sup>:1 (~6.854:1)''' </big> the path of a helical winding has a slope on the helix equal to the quotient of the knot winding ratio.
			<br style="clear:both;"/>

			[[File:Golden torus fibonacci knot 13-8 3-group left-chiral halves.png\|right\|300px\|right]]
	Therefore, using the golden ratio (<big>Phi = '''sqrt(5) X 1/2 + 1/2 = 1.61803399...'''</big>) as the helical slope of a toroidal winding will create a helix that can never return to its starting point on the donut. I.e., an irrational slope cannot plot an integer harmonic helix on the torus surface. A golden slope on the golden donut will wind around the donut forever —or until dampened, in the case of a magnetic density wave traveling a golden toroidal path.		Therefore, using the golden ratio (<big>Phi = '''sqrt(5) X 1/2 + 1/2 = 1.61803399...'''</big>) as the helical slope of a toroidal winding will create a helix that can never return to its starting point on the donut. I.e., an irrational slope cannot plot an integer harmonic helix on the torus surface. A golden slope on the golden donut will wind around the donut forever —or until dampened, in the case of a magnetic density wave traveling a golden toroidal path.

XenoEngineer: /* Fibonacci knot winding ratios — golden torus proportions */

2023-12-20T18:26:02Z

Fibonacci knot winding ratios — golden torus proportions

← Older revision		Revision as of 18:26, 20 December 2023
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	<div style="padding:0 3em 0; color:gray;">		<div style="padding:0 3em 0; color:gray;">
	[[File:Golden torus profile.png\|500px\|left]]		[[File:Golden torus profile.png\|500px\|left]]
	[[File:Golden torus fibonacci knot 13-8 3-group left-chiral halves.png\|right\|~~400px~~]]		[[File:Golden torus fibonacci knot 13-8 3-group left-chiral halves.png\|right\|300px]]

	On a torus (donut) surface, when the torus major-radius:hole-radius profile is <big>'''Phi<sup>4</sup>:1 (~6.854:1)''' </big> the path of a helical winding has a slope on the helix equal to the quotient of the knot winding ratio.		On a torus (donut) surface, when the torus major-radius:hole-radius profile is <big>'''Phi<sup>4</sup>:1 (~6.854:1)''' </big> the path of a helical winding has a slope on the helix equal to the quotient of the knot winding ratio.

XenoEngineer: /* Fibonacci knot winding ratios — golden torus proportions */

2023-12-20T18:08:51Z

Fibonacci knot winding ratios — golden torus proportions

← Older revision		Revision as of 18:08, 20 December 2023
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	={{orange24\| Golden Donut Proportion }} =		={{orange24\| Golden Donut Proportion }} =
	==<font color="red">Fibonacci knot winding ratios — golden torus proportions</font> ==		==<font color="red">Fibonacci knot winding ratios — golden torus proportions</font> ==
	<div style="padding:0 3em; color:gray;">		<div style="padding:0 3em 0; color:gray;">
	[[File:Golden torus profile.png\|500px\|left]]		[[File:Golden torus profile.png\|500px\|left]]
	[[File:Golden torus fibonacci knot 13-8 3-group left-chiral halves.png\|right\|400px]]		[[File:Golden torus fibonacci knot 13-8 3-group left-chiral halves.png\|right\|400px]]

XenoEngineer: /* Co-prime 13:8 winding magic */

2023-12-19T15:41:43Z

Co-prime 13:8 winding magic

← Older revision		Revision as of 15:41, 19 December 2023
Line 39:		Line 39:
	* The windings are 'aged' in sorted order, also. This bonus affordance is not fully understood, but it essentially imprints a Fibonacci step-pattern on the leading edge of the current signal propagation. This means that each winding has a neighboring winding on either side that is one-helix shorter, and one helix longer, respectively.		* The windings are 'aged' in sorted order, also. This bonus affordance is not fully understood, but it essentially imprints a Fibonacci step-pattern on the leading edge of the current signal propagation. This means that each winding has a neighboring winding on either side that is one-helix shorter, and one helix longer, respectively.
	* The grouped-halves, when energized in bifilar current paths, decompose the grouped halves into a bifilar 3:2 magnetic flux pattern. It is a 3:2 of one polarity, nested between a 3:2 of an opposite polarity.		* The grouped-halves, when energized in bifilar current paths, decompose the grouped halves into a bifilar 3:2 magnetic flux pattern. It is a 3:2 of one polarity, nested between a 3:2 of an opposite polarity.

	~~== <font color="red">Co-prime 13:8 winding magic</font> ==~~

	== <font color="red">Entangling infinity</font> ==		== <font color="red">Entangling infinity</font> ==

XenoEngineer: /* Diametric 3:2 winding symmetry */

2023-12-19T15:41:28Z

Diametric 3:2 winding symmetry

← Older revision		Revision as of 15:41, 19 December 2023
Line 39:		Line 39:
	* The windings are 'aged' in sorted order, also. This bonus affordance is not fully understood, but it essentially imprints a Fibonacci step-pattern on the leading edge of the current signal propagation. This means that each winding has a neighboring winding on either side that is one-helix shorter, and one helix longer, respectively.		* The windings are 'aged' in sorted order, also. This bonus affordance is not fully understood, but it essentially imprints a Fibonacci step-pattern on the leading edge of the current signal propagation. This means that each winding has a neighboring winding on either side that is one-helix shorter, and one helix longer, respectively.
	* The grouped-halves, when energized in bifilar current paths, decompose the grouped halves into a bifilar 3:2 magnetic flux pattern. It is a 3:2 of one polarity, nested between a 3:2 of an opposite polarity.		* The grouped-halves, when energized in bifilar current paths, decompose the grouped halves into a bifilar 3:2 magnetic flux pattern. It is a 3:2 of one polarity, nested between a 3:2 of an opposite polarity.

	~~== <font color="red">Diametric 3:2 winding symmetry</font> ==~~

	== <font color="red">Co-prime 13:8 winding magic</font> ==		== <font color="red">Co-prime 13:8 winding magic</font> ==

XenoEngineer: /* Fibonacci knot winding ratios — golden torus proportions */

2023-12-19T09:19:30Z

Fibonacci knot winding ratios — golden torus proportions

← Older revision		Revision as of 09:19, 19 December 2023
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	={{orange24\| Golden Donut Proportion }} =		={{orange24\| Golden Donut Proportion }} =
	==<font color="red">Fibonacci knot winding ratios — golden torus proportions</font> ==		==<font color="red">Fibonacci knot winding ratios — golden torus proportions</font> ==
	[[File:Golden torus profile.png\|~~700px~~]]		<div style="padding:0 3em; color:gray;">
	~~<div style="padding~~:~~0 3em;">~~		[[File:Golden torus profile.png\|500px\|left]]
	On a torus (donut) surface, when the torus major-radius:hole-radius profile is <big>'''Phi<sup>4</sup>:1 (~6.854:1)''' </big> the path of a helical winding has a slope on the helix equal to the quotient of the knot winding ratio.		[[File:Golden torus fibonacci knot 13-8 3-group left-chiral halves.png\|right\|400px]]

			On a torus (donut) surface, when the torus major-radius:hole-radius profile is <big>'''Phi<sup>4</sup>:1 (~6.854:1)''' </big> the path of a helical winding has a slope on the helix equal to the quotient of the knot winding ratio.

	Therefore, using the golden ratio (<big>Phi = '''sqrt(5) X 1/2 + 1/2 = 1.61803399...'''</big>) as the helical slope of a toroidal winding will create a helix that can never return to its starting point on the donut. I.e., an irrational slope cannot plot an integer harmonic helix on the torus surface. A golden slope on the golden donut will wind forever.		Therefore, using the golden ratio (<big>Phi = '''sqrt(5) X 1/2 + 1/2 = 1.61803399...'''</big>) as the helical slope of a toroidal winding will create a helix that can never return to its starting point on the donut. I.e., an irrational slope cannot plot an integer harmonic helix on the torus surface. A golden slope on the golden donut will wind around the donut forever —or until dampened, in the case of a magnetic density wave traveling a golden toroidal path.

	And as there are many adjacent whole numbers in the Fibonacci number sequence with a quotient approximating the golden ratio, easiest and shortest knot winding on a certain donut is the 3:2 winding ratio.		And as there are many adjacent whole numbers in the Fibonacci number sequence with a quotient approximating the golden ratio, easiest and shortest knot winding on a certain donut is the 3:2 winding ratio.

	About four times longer than the 3:2 winding is the 13:8 knot winding. The slope of the 13:8 winding is <big>'''13/8 = 1.625 = Phi + 0.0069'''</big> almost.		About four times longer than the 3:2 winding is the 13:8 knot winding. The slope of the 13:8 winding is <big>'''13/8 = 1.625 = Phi + 0.0069'''</big> almost.
	</div>		</div>

			=== <font color="orange">more notes looseley noted </font>===
	Geographical magic (geo-magic) happens when three knot windings are grouped on the same donut (as a 3-phase [[Resonant-X configuration]]).		Geographical magic (geo-magic) happens when three knot windings are grouped on the same donut (as a 3-phase [[Resonant-X configuration]]).
	* The halves are grouped in fours, causing alternate magnetic polarities when electrified.		* The halves are grouped in fours, causing alternate magnetic polarities when electrified.
	* The windings are ordered, side by side, by phase number over the entire donut surface, creating a continuous, smooth step-phase surface of knot windings as Field Array conductors.		* The windings are ordered, side by side, by phase number over the entire donut surface, creating a continuous, smooth step-phase surface of knot windings as Field Array conductors.
	* The windings are 'aged' in sorted order, also. This bonus affordance is not fully understood, but it essentially imprints a Fibonacci step-pattern on the leading edge of the current signal propagation. This means that each winding has a neighboring winding on either side that is one-helix shorter, and one helix longer, respectively.		* The windings are 'aged' in sorted order, also. This bonus affordance is not fully understood, but it essentially imprints a Fibonacci step-pattern on the leading edge of the current signal propagation. This means that each winding has a neighboring winding on either side that is one-helix shorter, and one helix longer, respectively.
	* The grouped-halves, when energized in bifilar current paths, decompose the grouped halves into a bifilar 3:2 magnetic flux pattern. It is a 3:2 of one polarity, nested between a 3:2 of an opposite polarity.		* The grouped-halves, when energized in bifilar current paths, decompose the grouped halves into a bifilar 3:2 magnetic flux pattern. It is a 3:2 of one polarity, nested between a 3:2 of an opposite polarity.


	== <font color="red">Diametric 3:2 winding symmetry</font> ==		== <font color="red">Diametric 3:2 winding symmetry</font> ==

XenoEngineer: /* {{PAGENAME}} */

2023-12-10T12:03:27Z

← Older revision		Revision as of 12:03, 10 December 2023
Line 3:		Line 3:

	= <font color="lime"><big>'''{{PAGENAME}}'''</big></font> =		= <font color="lime"><big>'''{{PAGENAME}}'''</big></font> =
			<center><big>'''HEAVY EDIT ZONE'''</big></center>
	[[File:Alien_innocence.png\|200px\|right\|<font color="orange"><sup><small>Continue with the plan!</small></sup></font><br/>Open-sourced UAP researcher's comic relief... going to comic leaps and bounds beyond the bifurcation point!]]		[[File:Alien_innocence.png\|200px\|right\|<font color="orange"><sup><small>Continue with the plan!</small></sup></font><br/>Open-sourced UAP researcher's comic relief... going to comic leaps and bounds beyond the bifurcation point!]]

Line 16:		Line 17:

	The psychoactive reverse-engineered 'time lens' manifests as an emergent quantum field upon a magnetic phased-array of Fibonacci torus knot windings, helically wound upon a donut of golden ratio profile.		The psychoactive reverse-engineered 'time lens' manifests as an emergent quantum field upon a magnetic phased-array of Fibonacci torus knot windings, helically wound upon a donut of golden ratio profile.

	={{orange24\| Golden Donut Proportion }} =		={{orange24\| Golden Donut Proportion }} =
	==<font color="red">Fibonacci knot winding ratios — golden torus proportions</font> ==		==<font color="red">Fibonacci knot winding ratios — golden torus proportions</font> ==

XenoEngineer: /* {{orange24| Golden Donut Proportion }} */

2023-12-10T11:34:56Z

@@ Line 18: / Line 18: @@
 ={{orange24| Golden Donut Proportion }} =
 ==<font color="red">Fibonacci knot winding ratios &mdash; golden torus proportions</font> ==
-<br style="clear:both;"/>
+ Geographical magic (geo-magic) happens when three knot windings are grouped on the same donut (as a 3-phase [[Resonant-X configuration]]).
 == <font color="red">Diametric 3:2 winding symmetry</font> ==

← Older revision		Revision as of 13:29, 22 December 2023
Line 6:		Line 6:
	[[File:Alien_innocence.png\|200px\|right\|<font color="orange"><sup><small>Continue with the plan!</small></sup></font><br/>Open-sourced UAP researcher's comic relief... going to comic leaps and bounds beyond the bifurcation point!]]		[[File:Alien_innocence.png\|200px\|right\|<font color="orange"><sup><small>Continue with the plan!</small></sup></font><br/>Open-sourced UAP researcher's comic relief... going to comic leaps and bounds beyond the bifurcation point!]]

	[[File:Golden torus 3-2 ~~winding~~.png\|300px\|left]]		[[File:Golden torus Fibonacci knot 3-2.png\|300px\|left]]
	From [[User:XenoEngineer\|<font color="red">XenoEngineer</font>]] the chief designer of this private Imaginarium, you are invited to share and participate (a like mind helps) in the build of an alien time lens according to reverse-engineered specifications, along with the comic characters of [[Quantum Emergence.Cover\|<font color="red">Quantum Emergence</font>]].		From [[User:XenoEngineer\|<font color="red">XenoEngineer</font>]] the chief designer of this private Imaginarium, you are invited to share and participate (a like mind helps) in the build of an alien time lens according to reverse-engineered specifications, along with the comic characters of [[Quantum Emergence.Cover\|<font color="red">Quantum Emergence</font>]].