nick c wrote:As crawler stated GPS does not need relativity. The relativistic correction is a matter of 3 or 4 inches and GPS is only accurate to about 15 feet. Military GPS may, in some cases, be more accurate, but its accuracy is still measured in multiple feet.
Any relativistic correction is meaningless as it is a small fraction of the margin of error for GPS.
https://www.physicsmyths.org.uk/gps.htm
From the link to Prof Smid's analysis of GPS and relativity:Maol wrote:
Do you think this is so from your own experience?
About 15 years ago I repaired the corroded battery contacts in a friend's aviation specific Garmin device which was a few years old at the time and noticed it recognized the difference in location between my hands on outstretched arms, a distance of about 6 feet. I mentioned this to a pal who works for the railroad and he chuckled, responding with his smart phone recognized the difference between one railroad track tie and another, a distance of about 18 inches.
https://www.physicsmyths.org.uk/gps.htm
The correction amounts to 0.8 cm (or less than 1/3 of an inch). Even if your measurements of GPS accuracy could be consistently maintained, the relativity correction is still enormously minute compared to the margin of error. Even with a 6 feet margin of error.... a third of an inch correction is completely irrelevant.
Thomas Smid wrote:Now the quoted relativistic correction of 38 microseconds/day corresponds to ε=4.4.10-10. As the satellites are at a distance of around 20000 km (=2.109 cm), the positional error due to relativity should actually only be 4.4.10-10 . 2.109 cm = 0.8 cm!
