Electrogravitics - Revision history

JonoThora: Fix BB equation (V→V²), add Theoretical Foundations section with KK/Li-Torr/Tate/Pais/Heim links, expand See Also

2026-03-14T06:23:20Z

Fix BB equation (V→V²), add Theoretical Foundations section with KK/Li-Torr/Tate/Pais/Heim links, expand See Also

@@ Line 63: / Line 63: @@
 === The Biefeld-Brown Effect ===
-An asymmetric capacitor (electrodes of different geometry/mass) under high DC voltage produces a net force toward the smaller electrode. The empirical force relationship:
+An asymmetric capacitor (electrodes of different geometry/mass) under high DC voltage produces a net force toward the smaller electrode. The empirical force relationship from the declassified GRG 013/56 report ([[Project Winterhaven]]): <ref>Aviation Studies (International) Ltd. (1956). "Electrogravitics Systems." GRG 013/56. Gravity Research Group, London.</ref>
-<math>F_{BB} \approx k \cdot \frac{V \cdot m_1 \cdot m_2}{r^2}</math>
+<math>F_{BB} = k \cdot C \cdot V^2 \cdot A_G</math>
-where <math>k</math> is an empirical coupling constant, <math>V</math> is applied voltage, <math>m_1, m_2</math> are electrode masses, and <math>r</math> is separation. The mass-dependence distinguishes this from pure ionic wind.
+where <math>k</math> is a material-dependent electrokinetic coupling constant, <math>C</math> is capacitance, <math>V</math> is applied voltage, and <math>A_G</math> is a geometric asymmetry factor. The '''V² scaling''' is consistent with electrostatic energy density and has been independently confirmed. See [[Biefeld-Brown Effect]] for full analysis including modern vacuum test results.
 === Asymmetric Capacitor Force ===
@@ Line 169: / Line 171: @@
 | Materials Science || Piezoelectric: <math>d = \Delta l / (V \cdot t)</math> || Advanced dielectric development
 |}
 == See Also ==
 * [[Magnetogravitics]]
 * [[Magnetohydrodynamic]]

JonoThora: Deep rewrite — Biefeld-Brown with refs, vacuum thrust data, Casimir interface, engineering specs

2026-03-14T02:05:12Z

Deep rewrite — Biefeld-Brown with refs, vacuum thrust data, Casimir interface, engineering specs

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JonoThora at 17:36, 6 December 2025

2025-12-06T17:36:21Z

← Older revision		Revision as of 10:36, 6 December 2025
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	\|+		\|+
	\| ⚡️		\| ⚡️
	\| [[Electrogravitics]]		\| [[Electrogravitics]] - [[Electrogravitic Tech]]
	\| [[Electrokinetics]]		\| [[Electrokinetics]] - [[Electrokinentic Tech]]
	\|-		\|-
	\| 🧲		\| 🧲
	\| [[Magnetogravitics]]		\| [[Magnetogravitics]] - [[Magnetogravitic Tech]]
	\| [[Magnetokinetics]]		\| [[Magnetokinetics]] - [[Magnetokinentic Tech]]
	\|}		\|}

JonoThora at 17:08, 6 December 2025

2025-12-06T17:08:43Z

← Older revision		Revision as of 10:08, 6 December 2025
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	{\| class="wikitable"		{\| class="wikitable"
	\|+		\|+
	\|		\| ⚡️
	\| [[Electrogravitics]]		\| [[Electrogravitics]]
	\| [[Electrokinetics]]		\| [[Electrokinetics]]
	\|-		\|-
	\|		\| 🧲
	\| [[Magnetogravitics]]		\| [[Magnetogravitics]]
	\| [[Magnetokinetics]]		\| [[Magnetokinetics]]

JonoThora at 17:08, 6 December 2025

2025-12-06T17:08:20Z

← Older revision		Revision as of 10:08, 6 December 2025
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	{\| class="wikitable"		{\| class="wikitable"
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	\| [[Electrogravitics]]		\| [[Electrogravitics]]
	\| [[Electrokinetics]]		\| [[Electrokinetics]]
	\|-		\|-
			\|
	\| [[Magnetogravitics]]		\| [[Magnetogravitics]]
	\| [[Magnetokinetics]]		\| [[Magnetokinetics]]

JonoThora at 17:07, 6 December 2025

2025-12-06T17:07:04Z

← Older revision		Revision as of 10:07, 6 December 2025
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	{\| class="wikitable"		{\| class="wikitable"
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	\|		\| [[Electrogravitics]]
	\|		\| [[Electrokinetics]]
	\|-		\|-
	\|		\| [[Magnetogravitics]]
	\|		\| [[Magnetokinetics]]
	\|}		\|}

JonoThora at 17:06, 6 December 2025

2025-12-06T17:06:18Z

← Older revision		Revision as of 10:06, 6 December 2025
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	== Electrogravitics ==		== Electrogravitics ==

JonoThora at 17:04, 6 December 2025

2025-12-06T17:04:52Z

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JonoThora: /* Electrogravitics */

2025-12-06T16:35:48Z

Electrogravitics

← Older revision		Revision as of 09:35, 6 December 2025
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	Electrogravitics is a field of research that explores the relationship between electromagnetic fields and gravitational effects.		Electrogravitics is a field of research that explores the relationship between electromagnetic fields and gravitational effects.

			''Related to: [[Magnetogravitics]]''

	== [[Electrogravitic Propulsion Systems]] ==		== [[Electrogravitic Propulsion Systems]] ==

JonoThora: /* Stress-Energy Tensor for Electromagnetic Field in Vacuum */

2024-02-22T08:28:37Z

Stress-Energy Tensor for Electromagnetic Field in Vacuum

← Older revision		Revision as of 01:28, 22 February 2024
Line 187:		Line 187:
	* <math>F_{\alpha\beta}</math> represents the components of the electromagnetic field tensor arranged differently.		* <math>F_{\alpha\beta}</math> represents the components of the electromagnetic field tensor arranged differently.

	=== <math>\mu</math> - mu ===		==== <math>\mu</math> - mu ====
	The symbol <math>\mu</math> represents one of the indices in the stress-energy tensor. It ranges from 0 to 3, representing the four dimensions of spacetime.		The symbol <math>\mu</math> represents one of the indices in the stress-energy tensor. It ranges from 0 to 3, representing the four dimensions of spacetime.

	=== <math>\nu</math> - nu ===		==== <math>\nu</math> - nu ====
	The symbol <math>\nu</math> represents one of the indices in the stress-energy tensor. It also ranges from 0 to 3, representing the four dimensions of spacetime.		The symbol <math>\nu</math> represents one of the indices in the stress-energy tensor. It also ranges from 0 to 3, representing the four dimensions of spacetime.

	=== <math>\alpha</math> - alpha ===		==== <math>\alpha</math> - alpha ====
	The symbol <math>\alpha</math> represents one of the indices in the electromagnetic field tensor. It ranges from 0 to 3, representing the four dimensions of spacetime.		The symbol <math>\alpha</math> represents one of the indices in the electromagnetic field tensor. It ranges from 0 to 3, representing the four dimensions of spacetime.

	=== <math>\beta</math> - beta ===		==== <math>\beta</math> - beta ====
	The symbol <math>\beta</math> represents one of the indices in the electromagnetic field tensor. It also ranges from 0 to 3, representing the four dimensions of spacetime.		The symbol <math>\beta</math> represents one of the indices in the electromagnetic field tensor. It also ranges from 0 to 3, representing the four dimensions of spacetime.