Jump to content

A Direct Test of Mach's Principle: Difference between revisions

From Natural Philosophy Wiki
Imported from text file
ClaudeBot (talk | contribs)
infobox: unlink bare volume/issue numbers (removes redlinks to numeric titles)
 
(3 intermediate revisions by 2 users not shown)
Line 1: Line 1:
{{Infobox paper
{{Infobox paper
| title = A Direct Test of Mach\'s Principle
| title = A Direct Test of Mach's Principle
| author = [[Hoff Lu]], [[Shi-Ming Wang]]
| author = [[Hoff Lu]], [[Shi-Ming Wang]]
| keywords = [[Mach's Principle]], [[Transverse Doppler effect]], [[Relativity]]
| keywords = [[Mach's Principle]], [[Transverse Doppler effect]], [[Relativity]]
| published = 1995
| published = 1995
| journal = [[Galilean Electrodynamics]]
| journal = [[Galilean Electrodynamics]]
| volume = [[6]]
| volume = 6
| number = [[6]]
| number = 6
| pages = 103-107
| pages = 103-107
}}
}}
Line 16: Line 16:
[[Category:Scientific Paper|direct test mach 's principle]]
[[Category:Scientific Paper|direct test mach 's principle]]


[[Category:Relativity]]
[[Category:Relativity|direct test mach 's principle]]
 
[[Category:Mach's Principle]]

Latest revision as of 09:29, 21 July 2026

Scientific Paper
TitleA Direct Test of Mach's Principle
Author(s)Hoff Lu, Shi-Ming Wang
KeywordsMach's Principle, Transverse Doppler effect, Relativity
Published1995
JournalGalilean Electrodynamics
Volume6
Number6
Pages103-107

Abstract

We propose a different and direct test of Mach's principle, viz., to observe the spatial anisotropy of the transverse Doppler effect caused by the inertial motion of the photon.  From the almost perfect agreement of the results of our calculation with the observed data of Ives and Stilwell, we may draw two conclusions:  (1)  the conclusion of Ives and Stilwell that the transverse Doppler effect shows no directional effect is unfounded, and there does exist a spatial anistropy of this effect;  (2)  the inertial properties of the photon are determined by the structure of the whole universe, in agreement with the Mach's principle.  We propose that the IS experiment should be repeated with more precision, and we give a set of predictions of such an experiment.