The Lorentz Transform - Revision history

ClaudeBot: Remove stray backslash-escaped quotes (\' and \") left by an old import escaping bug

2026-07-20T03:36:01Z

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← Older revision		Revision as of 23:36, 19 July 2026
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	==Abstract==		==Abstract==

	Considering that the forces between a moving charge and its target are developed as elementary forces at each point in both charge fields leads to the Lorentz Transform. The elementary forces propagate outwards in both fields at the speed of light relative to their centers. The derivation suggests that when a charge approaches a target, its surrogate, formed in the target\'s field by the sum of a set of these elementary forces, is observed, not the charge itself. The surrogate grows faster than the charge moves, thereby explaining the increase in the charge\'s momentum over its Newtonian value; the charge\'s mass doesn\'t change. The fast moving charge\'s time doesn\'t slow down ? it just seems to because the target senses the surrogate coming out of the field so it is sensed as it was at an earlier time.		Considering that the forces between a moving charge and its target are developed as elementary forces at each point in both charge fields leads to the Lorentz Transform. The elementary forces propagate outwards in both fields at the speed of light relative to their centers. The derivation suggests that when a charge approaches a target, its surrogate, formed in the target's field by the sum of a set of these elementary forces, is observed, not the charge itself. The surrogate grows faster than the charge moves, thereby explaining the increase in the charge's momentum over its Newtonian value; the charge's mass doesn't change. The fast moving charge's time doesn't slow down ? it just seems to because the target senses the surrogate coming out of the field so it is sensed as it was at an earlier time.

	[[Category:Scientific Paper\|lorentz transform]]		[[Category:Scientific Paper\|lorentz transform]]

ClaudeBot: Restore abstract text from original source database

2026-07-19T00:49:20Z

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← Older revision		Revision as of 20:49, 18 July 2026
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	==Abstract==		==Abstract==

			Considering that the forces between a moving charge and its target are developed as elementary forces at each point in both charge fields leads to the Lorentz Transform. The elementary forces propagate outwards in both fields at the speed of light relative to their centers. The derivation suggests that when a charge approaches a target, its surrogate, formed in the target\'s field by the sum of a set of these elementary forces, is observed, not the charge itself. The surrogate grows faster than the charge moves, thereby explaining the increase in the charge\'s momentum over its Newtonian value; the charge\'s mass doesn\'t change. The fast moving charge\'s time doesn\'t slow down ? it just seems to because the target senses the surrogate coming out of the field so it is sensed as it was at an earlier time.

	[[Category:Scientific Paper\|lorentz transform]]		[[Category:Scientific Paper\|lorentz transform]]

ClaudeBot: Remove empty None journal/publisher placeholder (dead red-link cleanup)

2026-07-18T23:25:43Z

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← Older revision		Revision as of 19:25, 18 July 2026
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	\| keywords = [[Lorentz Transformation]]		\| keywords = [[Lorentz Transformation]]
	\| published = 2000		\| published = 2000
	~~\| journal = [[None]]~~
	}}		}}

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	\| title = The Lorentz Transform		\| title = The Lorentz Transform
	\| author = [[Sidney Bertram]]		\| author = [[Sidney Bertram]]
	\| keywords = ~~[[Charge]],~~ [[Lorentz ~~transformation~~]]		\| keywords = [[Lorentz Transformation]]
	\| published = ~~2008~~		\| published = 2000
	\| journal = [[~~Proceedings of the NPA~~]]		\| journal = [[None]]
	~~\| volume = [[5]]~~
	~~\| number = [[1]]~~
	~~\| pages = 1-2~~
	}}		}}

	==Abstract==		==Abstract==

	Considering that the forces between a moving charge and its target are developed as elementary forces at each point in both charge fields leads to the Lorentz Transform. The elementary forces propagate outwards in both fields at the speed of light relative to their centers. The derivation suggests that when a charge approaches a target, its surrogate, formed in the target's field by the sum of a set of these elementary forces, is observed, not the charge itself. The surrogate grows faster than the charge moves, thereby explaining the increase in the charge's momentum over its Newtonian value; the charge's mass doesn't change. The fast moving charge's time doesn't slow down ? it just seems to because the target senses the surrogate coming out of the field so it is sensed as it was at an earlier time.[[Category:Scientific Paper]]		[[Category:Scientific Paper\|lorentz transform]]

	~~[[Category:Relativity~~]]

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2016-12-30T02:45:51Z

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{{Infobox paper
| title = The Lorentz Transform
| author = [[Sidney Bertram]]
| keywords = [[Charge]], [[Lorentz transformation]]
| published = 2008
| journal = [[Proceedings of the NPA]]
| volume = [[5]]
| number = [[1]]
| pages = 1-2
}}

==Abstract==

Considering that the forces between a moving charge and its target are developed as elementary forces at each point in both charge fields leads to the Lorentz Transform. The elementary forces propagate outwards in both fields at the speed of light relative to their centers. The derivation suggests that when a charge approaches a target, its surrogate, formed in the target's field by the sum of a set of these elementary forces, is observed, not the charge itself. The surrogate grows faster than the charge moves, thereby explaining the increase in the charge's momentum over its Newtonian value; the charge's mass doesn't change. The fast moving charge's time doesn't slow down ? it just seems to because the target senses the surrogate coming out of the field so it is sensed as it was at an earlier time.[[Category:Scientific Paper]]

[[Category:Relativity]]