Chapter Two: Jyotishya, a scientific approach (Part One)

Key properties of planetary waves:

Friends, I had discussed briefly about planetary waves in my previous topic. Now let’s put that into application. But before that, let me mention the important properties of it

1) Moves with the speed of light.

2) Every celestial body can produce planetary waves.

3) Intensity produced by that body is directly proportional to its size.

For example, Moon produces very less planetary waves than mars as moon is very small compared to it.

Mars produces less planetary waves compared to Jupiter as it is smaller when compared to Jupiter.

So, taking the ranks of bodies in solar system which produces large planetary waves are

1) Jupiter

2) Saturn

3) Sun

4) Uranus

5) Neptune

6) Mercury

7) Venus

8) Earth

9) Moon

10) Pluto

You people must be wondering why sun has gone to 3^rd place even though it’s very large compared to Jupiter and Saturn. Well there are 2 reasons for that.

1) The sun has 'less rotational torque' than Jupiter or Saturn. Though sun is the main source of rotation of these planets and they rotate by sun’s gravity, the very small turn in rotation of sun makes these planets rotate one full spin or even more. Hence these planets rotate faster than sun and more ‘mass agitation’ for these planets compared to sun, hence these 2 planets are in 1^st place. But the bravo sun is still great in size and hence we can say sun is 3^rd in race compared to the other planets in the solar system.

2) This reason I am not so sure about it, but I feel it’s possible.

The reason is the high instance solar radiation affects the sun’s planetary waves and hence there is reduction in waves. But I think the amount reducing is negligible.

Planetary waves have another interesting properties same as light which is ‘Scattering’. The waves gets scattered or spreads it in 3 dimensional ways. And its spreading increases as we move away from the source, hence the intensity of these waves from the source decreases as there is increase in distance.

'The direction of propagation is always forward', hence earth’s planetary waves will not affect itself as the waves move away from the earth and not into the earth.

Considering all these properties, let’s derive the intensity equation of planetary waves on earth.

Keeping earth in origin (center) and let’s say all celestial bodies are around earth, away from certain distance from the origin, as shown in figure above. If we calculate the intensity of planetary waves which fall on earth lets list out the rank of planets with respect to those intensities which are highest.

1) Jupiter

2) Saturn

3) Sun

4) Moon

5) Mars

6) Venus

7) Mercury

8) Uranus

9) Neptune

Uranus, Neptune and Pluto are very far away from earth. And their planetary wave’s intensities are very less on earth as they get scattered too much before reaching earth. As it is negligible , it’s not considered much in astrology or astrological charts.

And at last but not the least, the property which holds astrology in its hands. These planetary waves are of different wavelengths. And the wavelengths are very much different from each other. Like waves originated from mars have completely different bandwidth compared to bandwidth of any other celestial body like Jupiter or Saturn, etc. (Bandwidth is range of wavelengths which arise from a common source)

Now let’s come to the main part of the topic. As said above consider earth as center and all other bodies around it (Geocentric system) as shown in the figure.

All these planets have different paths around the earth, though all are rotating round the sun in their own elliptical individual orbits.

Now keeping earth as center and the positions of the other planets and bodies tight, we can say

1) ‘A’ intensity of planetary waves are coming from sun from so & so position, from so & so direction.

2) ‘B’ intensity of planetary waves is coming from moon from so & so position, from so & so direction.

3) ‘C’ intensity of planetary waves is coming from mars from so & so position, from so & so direction.

4) ‘D’ intensity of planetary waves is coming from mercury from so & so position, from so & so direction.

5) ‘E’ intensity of planetary waves is coming from Jupiter from so & so position, from so & so direction.

6) ‘F’ intensity of planetary waves is coming from Venus from so & so position, from so & so direction.

7) ‘G’ intensity of planetary waves is coming from Saturn from so & so position, from so & so direction.

So total intensity falling on earth on that second is

Total = A^sun + B^moon + C^mars + D^mercury + E^Jupiter + F^Venus + G^Saturn

Where ‘^’ is a unit vector of intensity of that planet.

Note: We can’t directly add up the intensities just like A+B+C+D+E+F+G, because we have to differentiate them from bandwidths from respective planets.

I know most of them are struggling to understand this part. But if we take up a small example and explain we can easily understand this part.

Conceder a dining table, where we dump mangos of different kinds.

1) 4 Alphonso mangos

2) 7 Malgoba mangos

3) 5 Neelam mangos

4) 8 Raspuri mangoes

5) 2 Beganpalli mangoes

6) 3 Totapuri mangoes

Total = 29 mangoes

If someone asks u how many mangoes is there u can’t say there are 29 mangoes. Instead u has to say in this way

Total = [4^Alphonso + 7^Malgoba + 5^Neelam + 8^Raspuri + 2^Beganpalli + 3^Totapuri] Mangos

Here as Raspuri is totally different from Malgoba, and Alphonso is totally different from Totapuri, in the same way Mars’s planetary waves wavelength bandwidth is completely different from Jupiter’s planetary wave’s wavelength band width. So, we write it the total intensity as

Total = A^sun + B^moon + C^mars + D^mercury + E^Jupiter + F^Venus + G^Saturn

So, if we know that the distances of planets keep altering every second as all planets are moving, with the help of astronomical science and mathematical skills we can find the positions of these planets at different instants of time like today night, tomorrow afternoon, after one year or before one year , etc. In crisp, in any date and time on calendar we can plot the planetary positions tight at that instant of time, in geocentric system.

Well, that’s enough for today.

All I have tried to explain here today in crisp is

1) Planets produce planetary waves which are of different ranges of wavelength or we can say different bandwidth for different planets.

2) We take earth as origin and plot the positions of those planets.

3) We calculate the resultant intensity on earth as the mango example.

4) In the same way using astronomy and mathamatics we can calculate and plot the total intensity for any chosen date and time we need on any day of calendar.

(Next topic will be posted within next week)