Demonstration of Rotational Particle Motion During Inflation (Post-Big Bang) Using the Energy Discrepancy Between the Giant Planets and the Dwarf Planets of the Solar System
When the kinetic energy values of the large planets of the Solar System around itself, such as Jupiter, are considered relative to Earth, the following equations are obtained:
The ratio of Jupiter’s kinetic energy to Earth’s kinetic energy is equal to the mass of Jupiter multiplied by the square of its tangential velocity (v=rω), divided by the mass of Earth multiplied by the square of Earth’s tangential velocity:
Where m j,me are the mass of Jupiter and Earth, rj ,re are their radius and ωj,ωe are their angular velocity.
These calculations clearly demonstrate that the rotational kinetic energy of Jupiter around itself differs very substantially from that of Earth. When the respective distances of Jupiter and Earth from the Sun are considered, the gravitational effect of the Sun would be expected to be greater for Earth than for Jupiter, which is consistent with expectation. An explanation for this marked discrepancy may be proposed as follows: during the initial period of inflation, all particles possessed rotational motion in addition to linear motion. As particles subsequently aggregated to form planets, this rotational motion was retained, and during the process of planetary formation, the combined rotational motion of the aggregating particles gave rise to the considerable rotational energy observed in the giant planets of the Solar System.
References:
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