Mechanics of our Solar System in Orbit
To begin, let us explore the fundamentals of an orbiting system. Let us assume that our star system is in an elliptical orbit around a partner star. There are a few fundamental laws that then need to be observed.
Total mechanical energy of the system is constant.
As our system approaches the partner star, it has maximum kinetic energy and as it is farthest from the star it has the highest potential energy.
Figure 1: Elliptical Orbit around binary star
Position 1 Has Maximum Potential Energy and Lowest Kinetic energy
Position 3 has Maximum Kinetic Energy and Lowest Potential Energy
Angular momentum is conserved.
Angular momentum of the star system
L = mass X (angular velocity) X (radius)
We would thus have to infer that, as the mass of the system remains constant, as our system gets closer (position 3) or farther (position 1) to the partner star, the angular velocity of the system increases or decreases correspondingly.
This would be very linear thinking and not something that the ancient seers and sages have subscribe to. A nonlinear model is required to help explain the various issues we observe today in predictions such as
Rate of change of Precession of equinoxes
Rate of changes in Ayanamsha calculations
Orbital radius of planets
Rotational dynamics of planets
Magnetic strength and direction of poles
The Precession models today are based on a linear trend of change from ~40 Arc seconds to ~60 Arc seconds assuming that the duration of the transit around the orbit is changing. However, by keeping the duration constant, we can more accurately model the rate of change as it both increases and decreases based on the position of the star system on the elliptic orbit.
The ancient wisdom is that our star system traverses the elliptical orbit at a uniform velocity covering the sections of the arc in the following ascending and descending stages:
This implies that in the elliptical orbit, the star system maintains a constant angular velocity throughout the 24,000-year cycle. We must dig a bit deeper into what may be the transpiring and how to validate the claim.