Orbital Time Dilation - Revision history

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	==Abstract==		==Abstract==

	The Pope-Osborne Angular Momentum Synthesis (POAMS) postulates that all motion is naturally orbital and that orbital angular momentum is holistically conserved. This paper demonstrates how the standard time dilation formula of Special Relativity, here obtained in a more economical way, can be incorporated into POAMS in order to predict orbital time dilation effects. These effects are the same as those predicted by General Relativity, but are obtained without reference to the Einstein field equations. It is also shown how the postulates of POAMS, together with these predicted orbital time dilation effects, can be used to derive what is effectively Schwarzschild space-time and hence the perihelion shift effect observed in the motion of planets.</p>[[Category:Scientific Paper]]		The Pope-Osborne Angular Momentum Synthesis (POAMS) postulates that all motion is naturally orbital and that orbital angular momentum is holistically conserved. This paper demonstrates how the standard time dilation formula of Special Relativity, here obtained in a more economical way, can be incorporated into POAMS in order to predict orbital time dilation effects. These effects are the same as those predicted by General Relativity, but are obtained without reference to the Einstein field equations. It is also shown how the postulates of POAMS, together with these predicted orbital time dilation effects, can be used to derive what is effectively Schwarzschild space-time and hence the perihelion shift effect observed in the motion of planets.</p>

			[[Category:Scientific Paper\|orbital time dilation]]

	[[Category:Relativity]]		[[Category:Relativity]]

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{{Infobox paper
| title = Orbital Time Dilation
| author = [[Vivian Pope]], [[Anthony D Osborne]]
| keywords = [[time dilation]], [[Mach]], [[Normal Realism]], [[Minkowski]], [[orbital motion]], [[angular momentum]], [[conservation]], [[Newton]], [[Einstein]], [[Special Relativity]], [[General Relativity]], [[Schwarzschild]], [[perihelion shift]]
| published = 2008
| journal = [[Galilean Electrodynamics]]
| volume = [[19]]
| number = [[2]]
| pages = 23-29
}}

==Abstract==

The Pope-Osborne Angular Momentum Synthesis (POAMS) postulates that all motion is naturally orbital and that orbital angular momentum is holistically conserved. This paper demonstrates how the standard time dilation formula of Special Relativity, here obtained in a more economical way, can be incorporated into POAMS in order to predict orbital time dilation effects. These effects are the same as those predicted by General Relativity, but are obtained without reference to the Einstein field equations. It is also shown how the postulates of POAMS, together with these predicted orbital time dilation effects, can be used to derive what is effectively Schwarzschild space-time and hence the perihelion shift effect observed in the motion of planets.</p>[[Category:Scientific Paper]]

[[Category:Relativity]]