".. for the stars observed being the closest to the Sun, their deviation was about 1.75 seconds of an arc." (Albert Einstein)
“….during totality on August 21, 2017 — although it will be close to midday — you’ll easily be able to see 4 planets with the unaided eye near the eclipsed sun!In order of brightness, these planets will be Venus, Jupiter, Mars and Mercury. Mars is slightly brighter than Mercury, but so nearly the same in brightness that you probably won’t notice a difference.”(See 4 planets during 2017 solar eclipse).
As we know, at his theory of general relativity, Einstein declared a new law on gravity, stating that gravity was not a force as commonly known at the Newton’s gravity theory, but a part of inertia. His gravity law illustrated the object behaviour at the gravity field, for instance the planets, not in the sense of ‘the attracting forcer’ but only in the sense of the crossing track being taken.
For Einstein, gravity is a part of inertia. The movement of stars and planets originates from their inertia derivation, and the crossing track taken is determined by the space metrical nature, or more precisely the continuous space-time.
Einstein concluded that the light just as other material objects, moved in curve if gravity field of an object was massive. Einstein suggested that his hypothesis could be tested to observe the crossing track of the star light at gravity field of the sun. Due to the fact that the stars are not visible at day time, there is only one chance when the sun and the stars can be seen together at the sky, and that is the time when there is a solar eclipse.
According to his hypothesis, the star light visible around the sun would be bent inwards, toward the sun at the time when passing through the gravity field of the sun. Einstein calculated the level of their deviation and predicted that for the stars observed being the closest to the Sun, their deviation was about 1.75 seconds of an arc.
At the 2017 solar eclipse, in USA, the bright star Regulus where the light track being the closest to the Sun, according to general relativity deviation of Regulus should be about 1.75 seconds of an arc.
Data of the 2017 solar eclipse can be seen on the NASA Eclipse Web site, and to calculate correction for the apparent altitude of stars and planets using Tabel-1 on the Nautical Almanac 2017
Table 1 Nautical Almanac
Altitude of the Sun/Moon
Lat.: 37.5763° N
Long.: 89.1108° W
Long.: 89.1108° W
Total Solar Eclipse
Duration of Totality: 2m40.2s
Magnitude: 1.015
Obscuration: 100.00%
Magnitude: 1.015
Obscuration: 100.00%
Altitude:
Start of partial eclipse : 60.3°
Start of total eclipse : 63.9°
Maximum eclipse : 63.8°
End of total eclipse : 63.7°
End of partial eclipse : 54.6°
The Nautical Almanac For The Year 2017
Altitude Correction Table: Sun, Stars, Planets
Correction of Star between Apparent Altitude 60.26 degree and 65.06 degree :-0.5 minute.
DIP Correction for Hight Of Eye between 2.4 and 2.6 meter: 2.8 minute, we choose the minimum hight of eye, this correction can be greater for an observer at sea (ship).
Altitude Start of total eclipse: 63.9 degree, and altitude End of total eclipse: 63.7, and at that time during eclipse we see Regulus near the Sun. It is mean that apparent altitude of Regulus is same with the Sun/Moon during total eclipse, and correction for apparent altitude of Regulus is:-0.5 minute.
Correction for apparent altitude of star plus DIP Correction is the deviation between actual position and apparent position of star. Thus, deviation for Regulus: (-0.5)+(-2.8) = -3.3 minute or 198.00 seconds of an arc. It’s actually the deflection of light by refraction. Refraction means the bending of light rays as they pass through the Earth’s atmosphere:
That is clear that in general relativity Albert Einstein ignored refraction of light. According to his theory the deviation of Regulus should be about 1.75 seconds of an arc, but according to the Nautical Almanac 2017 the deviation of the bright star Regulus in 2017 Solar Eclipse: 3.3 minute or 198.00 seconds of an arc.
In this explanation we know that Einstein was wrong. Deviation of the bright star Regulus in the 2017 total solar eclipse can be seen on the Nautical Almanac 2017, as evidence that general theory of relativity not just incomplete, but totally wrong.
Proof there is nothing about curved geometry of spacetime
Thus, Regulus may shine through or near the Sun’s exquisite, delicate corona making this an exceptional scene to see!
Venus. The sky’s brightest planet, Venus, should be conspicuous but it will high above the eclipse Sun (34°) and slightly to the right.
Mars. The “reddish” (really more orange) Mars will not be near greatest brilliancy but will only be slightly dimmer than Regulus and 18 degrees above and just to the right of the Sun.
Mercury. This elusive but sometimes bright planet is often too near the Sun to be easily observed except during optimal times when in twilight skies.(Eclipse Sky Over Madras)
Diagram show the eastern eclipse sky over Madras, Oregon,
during the total solar eclipse of 2017 Aug. 21.
Apparent Altitude of Eclipse Over Madras, Oregon
Sun/Moon : 41.6 (degree)
Mercury : 31.2
Regulus : 40.8
Mars : 49.1
Venus : 65.3
See Altitude Correction on the Nautical Almanac 2017, and we find altitude correction for Regulus, Venus, Mars, and there is no DIP correction for Mercury.
If Einstein’s theory of general relativity was correct, then the light from stars that passed closest to the sun would show the greatest degree of bending, and the stars whose light tracks are very far from the sun have their lights not being bent. The stars whose lights are not deflected means that there is no difference between the apparent position and the true position of the stars.
If Einstein’s theory of relativity was correct, then the light from stars that passed closest
to the sun would show the greatest degree of “bending.”
According to Einstein, light bending is caused by curved geometry of spacetime. In fact, “the light from stars that passed closest to the sun would show the greatest degree of bending, and the stars whose light tracks are very far from the sun have their lights not being bent” can’t happen.
Deviation of stars and planets depend on refraction. Venus deviation is not decrease but the same with Mars. There is no negligible difference between actual and apparent position of star (apparent = actual), unless celestial bodies at Zenith.
Proof there is nothing about warped spacetime
Thus, in reality there is nothing about warped spacetime. This evidence also confirms, in general theory of relativity Einstein ignored refraction of light.
