Astronomical Evidences of Mahabharata War by M.L.Raja Dr

Author:M.L.Raja, Dr. [M.L.Raja, Dr.]
Language: eng
Format: epub
Publisher: kURUKSHETHRA BOOKS
Published: 2019-11-16T16:00:00+00:00

Mean Sun is 236º 03 ′ 33″ 43. 34″′.

Mean Saturn is 232º 02′ 27″ 34. 12″′.

Sighra anomaly (s) 04º 01′′ 06 ″ 09 . 22 ″′ (04.0184º). Since Sighra Anomaly is less than 180º, it is additive.

Sine of Sighra anomaly (Sine s) of 04. 0184º is + 0. 07007683. Saturn’s Sighra epicycle is 40º at odd quadrants (p o - 1st and 3rd quadrants, 0º to 90º and 180º to 270º) and is 39º in even quadrants

ASTRONOMICAL

(p e - 2nd and 4th quadrants, 90º to 180º and 270º to 360º). Refer Surya Siddhanta 2: 34 to 37.

Hence Saturn’s corrected periphery of Epicycle (PES) for this Sighra anomaly value is,

PES = p e – [(p e – p o ) x sine m. Thus, the value is 39 . 07007683 .

Now we have to find out Doh phala, Koti Phala, Sphuta Koti and Sighra karna to find out the Sighra Correction.

Doh phala is the result from the base sine of the right angled triangle.

Koti phala is the result from the perpendicular sine of the right angled triangle.

Sphuta koti is Koti phala added to or subtracted from the radius of the circle expressed in minutes of arc i.e. 3438.

Sighra Karna is the Sighra Hypotenuse.

Doh phala is [(PES x 3438 x sine s) ÷ 360º] = 26. 1470131116. Koti phala is [(PES x 3438 x cos s) ÷ 360º] = 372. 2019574023. (Cos s of 4. 0184º is 0. 9975416).

Sphuta Koti is Koti phala + 3438 = 3810. 2019574023. Sighra karna is √[ (Doh phala)2 + (Sphuta koti)2 ] and the value got is 3810. 291672.

Now Sighra Correction (Sighra phala) = Sine–1 [Doh phala ÷ Sighra Karna]. The value is 0. 393182241º i.e. 00º 23′ 35″ 27. 36″′.

Thus, the Sighra Correction or Correction of Annual Parallax is 00º 23′′ 35 ″ 27 . 36 ″′.

Evidence of the Date of MAHABHARATA WAR

Four Procedures

Procedure 1

Here the half of the Sighra correction is either added to or subtracted from the Mean Saturn depending on whether Sighra anomaly (Sighra Kendra) is less than or more than 180º respectively. Since here the Sighra anomaly is less than 180º, it is additive. Mean Saturn is at 232º 02′ 27″ 34. 12″′.

Sighra Correction is 00º 23′ 35″ 27. 36″′and half of it is 00º 11′ 47″ 43. 68″′.

Hence P1 is Mean Saturn + half Sighra Correction.

P1 = 232º 02′ 27″ 34. 12″′+ 00º 11′ 47″ 43. 68″′

= 232º 14 ′′ 15 ″ 17 . 80 ″′.

Procedure 2

To find out P2, the half of the Manda correction is either added to or subtracted from P1, depending on whether Manda anomaly (Manda Kendra) is less than or more than 180º respectively. Since here the Manda anomaly is less than 180º, it is additive.

P1 is 232º 14′ 15″ 17. 80″′. Manda Correction is 00º 31′ 50″ 23. 59″′and half of it is 00º 15′ 55″ 11. 80″′.

Hence P2 is P1+ half Manda Correction.

P2 = 232º 14′ 15″ 17. 80″′+ 00º 15′ 55″ 11. 80″′ = 232º 30′′ 10 ″ 29 . 60 ″′.

Procedure 3

Here we have to calculate Manda correction for P2.

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