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STAR-LIGHT FOLLOWS 0.35°
SECOND ANTI-SOLAR DEFLECTION PER UNIT OF 100 SECONDS OF RADIATING
TIME.
OR
STAR-LIGHT FOLLOWS 0.35°
SECOND ANTI-SOLAR DEFLECTION PER 30 MILLION-KILOMETRE UNIT
OF DISTANCE IT RADIATES.
Now let us compute
D
of SLD on the Earth.
The EARTH
1) SUN-EARTH DISTANCE is 150 Million Km.
2) Velocity of Star-light is 0.3 Million Km/Sec.
3) LAW: PER UNIT OF 30 MILLION KILOMETRE OF DISTANCE,
ANGLE (D)
OF DEFLECTION IS 0.35°
SECONDS BY SRF.
SLD a
d/30 x 0.35
d
= 150 million miles
\150/30
= 5 x 0.35 = 1.75°
seconds
THE ANGLE OF ANTI-SOLAR DEFLECTION OF STAR-LIGHT ON THE EARTH
IS 1.75°
SECONDS.
Now let us compute
D
SLD of all Planets on the New Law of P.N. JAIN.
FORMULA:
DIVIDE DISTANCE BY 30 AND MULTIPLY RESULT BY 0.35 =
D
of SLD
d/30 x 0.35 =
D
of SLD
D
of SLD ON NINE PLANETS
| Planets |
Radius
or distance |
d/30 x 0.35 =
D
of SLD |
Angle
of deflection |
| MERCURY |
58 |
¸
30 = 1.93 x 0.35 |
= 0.68°
seconds |
| VENUS |
108 |
¸
30 = 3.60 x 0.35 |
=
1.26°
seconds |
| EARTH |
150 |
¸
30 = 5.00 x 0.35 |
=
1.75°
seconds |
| MARS |
228 |
¸
30 = 7.60 x 0.35 |
=
2.66°
seconds |
| JUPITER |
778 |
¸
30 = 25.93 x 0.35 |
=
9.07°
seconds |
| SATURN |
1427 |
¸
30 = 47.57 x 0.35 |
=
16.65°
seconds |
| URANUS |
2870 |
¸
30 = 95.67 x 0.35 |
=
33.48°
seconds |
| NEPTUNE |
4497 |
¸
30 = 150.00 x 0.35 |
=
52.5°
seconds |
| PLUTO |
5900 |
¸
30 = 196.67 x 0.35 |
=
68.83°
seconds |
Radius
= distance in unit of Million Kilometres
D
SLD in second’s degree
The above result proves the SUN AND STARS EXERT FORCE OF REPULSION.
IF THE SUN EXERTED GRAVITATIONAL FORCE THEN ANGLE OF DEFLECTION
SHOULD BE HALF THE RATIO AND THAT TOO IN PRO-DIRECTION TO
THE SUN.
ASTROGRAPH:
S
= Star
E = Earth
SE = Star-ray’s undisturbed path
SR = Deflection of SE by SRF
RE = Pro-Earth curve by Earth Gravitation
N = Star Image
SEN = Angle of deflection = 1.75°
seconds (not on scale)
If the Sun exerted gravitational force, the star-ray should
be deviated inwardly towards the Sun by path SG and vanished
into the Sun. Therefore, the Star would be turned INVISIBLE
to the Earth observer – if the Sun exerted force of
gravitation.
THE SUN EXERTS REPULSION FORCE. Owing to Mutual Repulsion
Force (MRF) between the Sun and Star-ray, the straight path
SE is deflected by MRF and turned away from Sun by route SR.
Onward SR, star-ray is attracted by Earth’s gravitational
pull and followed path RE.
Therefore, to the Earth observer, the Star appears at point
N. The angle of anti-solar deflection SEN on Earth is 1.75°
seconds. On Pluto, it is 68.83°
seconds.
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