04 The constancy of the speed of light and GPS, Length contraction
The subject of today is the constancy of the speed of light and GPS. What is the relationship between the constancy of the speed of light and GPS? If you do not look closely, it may look like there is no relationship. Japan's Masinori Sato works at Honda Electronics. He is considered to be an expert in the field of GPS.
He submitted several papers
on GPS. One of them is 'Incompatibility between the principle of the constancy of the
speed of light and the Lorentz contraction in the GPS Experiment' 1)
As the title suggests, the
principle of the constant velocity of
light and length contraction logically conflict with each other. Of course, it
is not an authoritative paper. What he announced was a temporary paper before a
posting run by Cornell University. His thesis title was shocking. And in the design of the
entire thesis, I can see author Sato's
mistake.
Aside from all this,
the title of his paper is justified. Indeed, the principle of constant velocity
of light and the contraction of length collide in front. Niel Ashby is one of the top experts in discussing relativistic effects about GPS. He describes it like this 2)
Niel Ashby |
"Some things have been purposely glossed over, such as possibility of Lorentz contraction(it is actually not important; the GPS is a timing system)"
Neil Esbhy, one of the top experts in
this field has intentionally ignored length contraction? Why is this? The reason is very simple. No matter
how he tries to find it, no shrinkage is found. After 100 years, no
experimental evidence of length contraction was found. This is an obvious fact
that no one can deny.
(If you want to claim that Muon's sea
level reach is a length contraction, please wait. This phenomenon is not
evidence of length contraction, but rather evidence of length expansion. I'll
post about this later.)
Let's go back to Sato's story again. Sato thought that the relativistic effect on the cosmic background could easily be measured because the earth was dragged toward Virgo at a speed of 700 km per second. And let's think roughly that GPS satellites run about 4 km per second to the Earth, 30 km per second to the sun, and 700 km to cosmic background radiation.
Sato's experimental design:
In some cases, two satellites, the virgin constellation and an earth are arranged in a straight line.
If Sato's plan is right, there is a 54m
length contraction effect. Sato thought it was easy to find this. In any case,
the speed of light should always be constant, regardless of the speed of the
light source, or the speed of the
observer. So, in general, when the GPS satellite communicates, the following
equation is established.
GPS satellites are orbiting around 20,000 kilometers in general. Then it takes 0.066667 seconds for the signal to travel from this height of satellites to the surface.
If so, the speed of light is kept
constant.
Suppose Sato's intention is to find a 54 meter length contraction effect and find a 0.18 microsecond time dilation effect. When this happens, the speed of light is no longer the speed of light. Neil Ashby, who was just quoted, would have attempted to measure the effect of length contraction on the earth because the satellite is running at 4 km per second. But it is never found. The constancy of the speed of light is a catastrophic condition, even if the length contraction is found, as in the above equation.
In many cases, the speed of light is constantly
changing. And this is never a constant c. This can be easily expressed as
follows.
The numerator represents the length
effect and the denominator represents the time effect. The numerators continue
to decrease due to length contraction effects, and denominators continue to
increase due to time dilation effects. If so, the speed of light is forced to
converge to zero. This is shown in the graph below. So, Sato defines this as follows.
"If there is a Lorentz contraction, the GPS cannot work so precisely"
Photons stopped by ‘length
contraction-time dilation’
|
How do you solve this? Do you
have a solution? You should never think about this problem as being easy to solve. Today, GPS is very precise. GPS is so precise
today that it is possible to bomb within an error of about 2cm from the sky. If
GPS is so accurate, the above problem is very serious. It is a very strong
signal that the GPS is wrong, the principle of the constant speed of light is
wrong, or the length contraction is wrong.
You can easily live your daily life by
ignoring this signal. However, there is a neat way to solve these problems. It
is to choose the length expansion to abandon the length contraction. It's hard
to believe, but if you think of length expansion rather than length
contraction, everything is logically clean. In recent years, some people have
published papers that GPS has not found a length contraction but a length
expansion. One such person is
the German,
Robert J. Buenker. 3)
Robert J. Buenker |
Let's go back to the problem we were talking about a while ago.
|
Previously, Sato thought that a 54 m long
contraction should be found. But what if the 54 meters swell the length? If so,
the speed of light is maintained exactly. Here is an analogy.
Length contraction effect not found in GPS |
But,, what them about the
theory of length expansion? In terms of length expansion theory, we can
accurately predict that a satellite is 10.4 meters farther than the theoretical
calculation. Therefore, it is obvious that the natural phenomenon of reality is
not a length contraction but a length expansion.
It is obvious why length
expansion is correct, not length contraction. The first is that it is precisely
compatible with the constancy of the speed of light. And secondly, the theory
of length expansion explains precisely the natural phenomena occurring in the
real world.
Length
contraction did not exist from the beginning. Therefore, of course, it is not
found in GPS..
Most scholars in the world know that
length contractions are right. But it is like a naked king. Natural phenomena
support the theory of length expansion. What do you think? Thank you for
reading the long story.
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